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		<title>2025 Tax Brackets and Marginal Federal Income Tax Rates: What to Know</title>
		<link>https://astecarchi.com/2025/06/23/2025-tax-brackets-and-marginal-federal-income-tax-2/</link>
					<comments>https://astecarchi.com/2025/06/23/2025-tax-brackets-and-marginal-federal-income-tax-2/#respond</comments>
		
		<dc:creator><![CDATA[sinitech]]></dc:creator>
		<pubDate>Mon, 23 Jun 2025 10:53:23 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://astecarchi.com/?p=1451</guid>

					<description><![CDATA[7% long-term capital gains tax on profits above the state&#8217;s standard deduction. An additional 2.9% tax applies to gains that exceed the exclusion by $1 million. If you live and work in the same state, you probably need to file only one state return each year. But if state income tax rates you moved to [&#8230;]]]></description>
										<content:encoded><![CDATA[<p><img data-recalc-dims="1" height="300" decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://i0.wp.com/www.bookstime.com/wp-content/uploads/2017/06/shutterstock_404101576-263x300.jpg?resize=263%2C300&#038;ssl=1" width="263" alt="what are income tax rates in usa"/></p>
<p>7% long-term capital gains tax on profits above the state&rsquo;s standard deduction. An additional 2.9% tax applies to gains that exceed the exclusion by $1 million. If you live and work in the same state, you probably need to file only one state return each year. But if <a href="https://www.bookstime.com/tax-rates">state income tax rates</a> you moved to another state during the year, lived in one state but worked in another, or have, say, income-producing rental properties in multiple states, you might need to file more than one state return. Because the price of many tax software packages includes preparation and filing for only one state, filing multiple state income tax returns can often mean paying extra.</p>
<div style='text-align:center'><iframe width='568' height='319' src='https://www.youtube.com/embed/UcSBZOoqSKE' frameborder='0' alt='what are income tax rates in usa' allowfullscreen></iframe></div>
<h2>Other corporate events</h2>
<p>Profit and prosper  with the best of Kiplinger&rsquo;s advice on investing, taxes, retirement, personal finance and much more. GOP lawmakers used the budget reconciliation process, which  requires only a simple majority in the U.S. Senate, to pass legislation along party lines to address tax cuts, energy, and the border.</p>
<p><img data-recalc-dims="1" height="202" decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://i0.wp.com/www.bookstime.com/wp-content/uploads/2019/09/retainedearningsapple-5bfd69e6c9e77c0051b942f1-300x202.png?resize=300%2C202&#038;ssl=1" width="300" alt="what are income tax rates in usa"/></p>
<h2>How to calculate your effective tax rate</h2>
<p>Costs of starting a business (sometimes called pre-operating costs) are deductible ratably over <a href="https://www.google.com/search?q=contra+asset+account">contra asset account</a> 60 months. Gross income includes all income earned or received from whatever source. Some income, such as municipal bond interest, is exempt from income tax. The following brackets and rates apply to income earned during the 2024 calendar year (reported on tax returns that were due by April 15, 2025). Most state governments in the United States collect a state income tax on all income earned within the state, which is different from and must be filed separately from the federal income tax.</p>
<p><img data-recalc-dims="1" decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://i0.wp.com/www.bookstime.com/wp-content/uploads/2020/09/Capitalization-Rate-1-min-1.jpg?w=1080&#038;ssl=1"  alt="what are income tax rates in usa"/></p>
<h2>Example 3: $150,000 Annual Income (Single Filer)</h2>
<p>All federal returns may be extended with most extensions available by merely filing a single page form. Due dates and extension provisions for state and local income tax returns vary. Individuals (with income above a minimum level), corporations, partnerships, estates, and trusts must file annual reports, called tax <a href="https://www.linkedin.com/posts/bookstime_the-well-organized-process-of-managing-customer-activity-7351605077633028098-2smJ/">Accounts Receivable Outsourcing</a> returns, with federal73 and appropriate state tax authorities. These returns vary greatly in complexity level depending on the type of filer and complexity of their affairs.</p>
<h2>Why Your Business Needs a Federal Tax ID Number Now</h2>
<p>The federal tax rates on the basis of the level of income are 10 percent on the lowest earners to 37 percent on the highest income bracket. State income tax rates play a significant role in personal finances, affecting disposable income and long-term financial planning. Whether living in a high-tax state, a flat-tax state, or one with no income tax at all, taxpayers should stay informed about their state’s tax policies and consider how these rates fit into their broader financial goals. Being aware of changes in tax laws and planning accordingly can help individuals and families make the best financial decisions for their future.</p>
<p><img data-recalc-dims="1" decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://i0.wp.com/www.bookstime.com/wp-content/uploads/2022/05/e9299db8-659b-4949-a97f-8feecc4826d8.jpg?w=1080&#038;ssl=1"  alt="what are income tax rates in usa"/></p>
<h2>IRS 2025 tax brackets</h2>
<p>If you divide that by your taxable income of $150,000, you get an effective tax rate of just over 15 percent, which is lower than your 22 percent top, or marginal, tax bracket. While your marginal tax rate refers to your highest tax bracket, your effective tax rate is the average amount of taxes you’ll pay. To find your effective tax rate, divide the amount of your taxes by your taxable income. State income tax rates receive relatively little attention compared with federal income taxes, but they can still put a large dent in your wallet. How large depends on the amount you earn, as well as where you live and work.</p>
<ul>
<li>There are no inheritance or estate taxes in Canada, but capital gains taxes may apply at death.</li>
<li>The estate is responsible for paying these taxes before distribution.</li>
<li>Tina&rsquo;s work has appeared in a variety of local and national media outlets.</li>
<li>If you have rental property and you’re depreciating the dwelling against your rental income (even as the value of the property rises), huzzah!</li>
<li>You will likely still pay any interest charges on overdue balances, but in some cases, the IRS may even waive penalties or fees.</li>
<li>Criminal penalties are assessed in coordination with the United States Department of Justice.</li>
</ul>
<h2>Our top picks of timely offers from our partners</h2>
<p>For those considering a move, state income tax rates should be a factor in financial planning. A state with no income tax might have higher housing costs, utility expenses, or general living costs that could negate the financial benefits of lower taxation. Additionally, states with higher income tax rates often provide robust public services, such as better-funded schools, infrastructure, and social programs.</p>
<ul>
<li>For those considering a move, state income tax rates should be a factor in financial planning.</li>
<li>These are selected by a combination of computer analysis of return information and random sampling.</li>
<li>On the return, the taxpayer reports income and deductions, calculates the amount of tax owed, reports payments and credits, and calculates the balance due.</li>
<li>Your effective tax rate is the percentage of your annual income you pay to the IRS.</li>
<li>Money-back and lowest-price guarantees apply to tax resolution services only and cannot be applied to any other services offered by Alleviate Tax Relief.</li>
<li>Taxpayers who have paid AMT in prior years may claim a credit against regular tax for the prior AMT.</li>
<li>State income tax rates play a significant role in personal finances, affecting disposable income and long-term financial planning.</li>
</ul>
<p>There are also categories like head of household or married filing separately. If you earn more, some of your income will be taxed at higher rates. It’s important to know which tax brackets apply to your income. Deductions can reduce your taxable income and could kick you to a lower bracket, which means you pay a lower tax rate. The beauty of tax brackets is that no matter which bracket(s) you’re in, you generally won’t pay that tax rate on your entire income.</p>
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		<post-id xmlns="com-wordpress:feed-additions:1">1451</post-id>	</item>
		<item>
		<title>Total Period Cost Formula Data Science Workbench</title>
		<link>https://astecarchi.com/2024/02/20/total-period-cost-formula-data-science-workbench/</link>
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		<dc:creator><![CDATA[sinitech]]></dc:creator>
		<pubDate>Tue, 20 Feb 2024 07:51:10 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">http://astecarchi.com/?p=683</guid>

					<description><![CDATA[We shall take the total raw material and labor cost for raw material as purchase cost, which is 32,33,230 + 18,88,990, which equals 51,22,220. XYZ, a newly listed company unearned revenue on the stock exchange, has reported below the income statement. From the below statement, you are required to compute the cost of sales. Fixed [&#8230;]]]></description>
										<content:encoded><![CDATA[<p><img data-recalc-dims="1" decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://i0.wp.com/www.bookstime.com/wp-content/uploads/2021/08/1932103244.jpg?w=1080&#038;ssl=1"  alt="period cost formula"/></p>
<p>We shall take the total raw material and labor cost for raw material as purchase cost, which is 32,33,230 + 18,88,990, which equals 51,22,220. XYZ, a newly listed company <a href="https://www.google.com/search?q=unearned+revenue">unearned revenue</a> on the stock exchange, has reported below the income statement. From the below statement, you are required to compute the cost of sales.</p>
<p><img data-recalc-dims="1" height="200" decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://i0.wp.com/www.bookstime.com/wp-content/uploads/2021/03/2f8b1362-0aa5-4251-b88b-7187490a19fa-300x200.jpg?resize=300%2C200&#038;ssl=1" width="300" alt="period cost formula"/></p>
<h2>Fixed costs</h2>
<p><img data-recalc-dims="1" height="200" decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://i0.wp.com/www.bookstime.com/wp-content/uploads/2020/01/Screenshot_2-2-300x200.png?resize=300%2C200&#038;ssl=1" width="300" alt="period cost formula"/></p>
<p>When you look at a business’s income statement or a balance sheet, product and period costs show up there, influencing different parts of these financial statements. People often confuse product and period costs due to the complexity of accounting terminology and the different ways these costs are treated in financial reporting. One unique aspect of product costs is their treatment as assets until the product is sold. Instead of being immediately expensed, product costs are capitalized, meaning they are recorded on the balance sheet as an asset. It’s only when the product is sold that these costs are transferred to the Cost of Goods Sold (COGS) category on the income statement. This approach aligns with the principle of matching expenses with revenue, providing a more accurate representation of the true cost of goods sold.</p>
<h2>#1-Calculation with Uniform cash flows</h2>
<p>Below is a break down of subject weightings in the FMVA® financial analyst program. As you can see there is a heavy focus on financial modeling, finance, Excel, business valuation, budgeting/forecasting, PowerPoint presentations, accounting and business strategy. The payback period doesn’t take into consideration other ways an investment might bring value, such as partnerships or brand awareness. This can result in investors overlooking the long-term benefits of the investment since they’re too focused on short-term ROI. If earnings will continue to increase, a longer payback period might be acceptable. If earnings might decrease after a certain number of years, the investment may not be a good idea even if it breaks even quickly.</p>
<ul>
<li>This can affect reported income, especially when production levels fluctuate.</li>
<li>Considering the ups and downs of various market factors, being able to gauge the payback period is one of the most important calculations for investors when considering investments and potential returns.</li>
<li>Unlike direct labor and materials, overhead costs are not directly tied to each product but still contribute to the overall cost.</li>
<li>As mentioned above, period costs and product costs are two classifications for expenses.</li>
</ul>
<h2>Examples of&nbsp;Period Cost</h2>
<p>When  the raw materials are brought in they will sit on the balance sheet. When the product is manufactured and then sold a corresponding amount from the inventory account will be moved to the income statement. So if you sell a widget for $20 that had $10 worth of raw materials, you would record the sale as a credit (increasing) to sales and a debit (increasing) either cash or accounts receivable.</p>
<p><img data-recalc-dims="1" decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://i0.wp.com/www.bookstime.com/wp-content/uploads/2021/09/5045746b-ce62-47a8-aac5-a03cf19d0ccf.jpg?w=1080&#038;ssl=1"  alt="period cost formula"/></p>
<p>These costs are determined to be added to the price the manufactured products will finally be sold at. Understanding the differences between historical (past), current (present), and pre-determined (future) expenses is important for successful financial planning. Historical expenses are unrelated to current decision-making, while pre-determined expenses involve estimates for future periods, impacting budget preparation and decision-making.</p>
<h2>A quick look at period costs</h2>
<p>Often an investment that requires a large amount of capital upfront generates steady or increasing returns over time, although there is also some risk that the returns won’t turn out as hoped or predicted. We explain its formula, how to calculate, example, advantages, disadvantages &amp;  differences with ROI. This 20% represents the rate of return the project or investment gives every year. <a href="https://www.bookstime.com/articles/period-costs">period costs</a> In case the sum does not match, then the period in which it lies should be identified.</p>
<p><img data-recalc-dims="1" decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://i0.wp.com/www.bookstime.com/wp-content/uploads/2019/11/Screenshot_12.jpg?w=1080&#038;ssl=1"  alt="period cost formula"/></p>
<h2>B. Calculate Direct Labor Cost</h2>
<p>Let us understand the formula that shall act as the basis of our understanding of the intricate details of the cost of sales equation through the discussion below. As a general rule, costs are recognized as expenses <a href="https://www.linkedin.com/posts/bookstime_struggling-to-stay-on-top-of-invoices-payments-activity-7340937557293035521-Ubjh/">Accounts Payable Management</a> on the income statement in the period that the benefit was derived from the cost. So if you pay for two years of liability insurance, it wouldn’t be good to claim all of that expense in the period the bill was paid. Since the expense covers a two year period, it should be recognized over both years. The financial advisor advises them to take a loan from a recognized financial institution as they would charge a lower interest rate.</p>
<div style='text-align:center'><iframe width='568' height='318' src='https://www.youtube.com/embed/buwWGhO53jw' frameborder='0' alt='period cost formula' allowfullscreen></iframe></div>
<p>Accurately calculating total manufacturing costs is essential for profitability. It helps identify areas for cost-saving and improves pricing decisions. By using the total manufacturing cost formula, you can monitor material, labor, and overhead costs effectively. Implementing a robust cost management system ensures better control over production expenses, ultimately leading to improved business performance.</p>
<p>Under payback method, an investment project is accepted or rejected on the basis of payback period. Payback period means the period of time that a project requires to recover the money invested in it. The inventory conversion period is when a company should invest cash when it converts materials into a sale. In addition, closely regulating the conversion period may result in a reduced cash requirement by a business. Despite the various advantages mentioned above, there are a few factors from the other end of the spectrum that act as a hassle for businesses. Let us understand the disadvantages of the interpretation of a variable cost per unit through the points below.</p>
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		<post-id xmlns="com-wordpress:feed-additions:1">683</post-id>	</item>
		<item>
		<title>Retained Earnings: Calculation, Formula &#038; Examples Bench Accounting</title>
		<link>https://astecarchi.com/2023/06/26/retained-earnings-calculation-formula-examples-6/</link>
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		<dc:creator><![CDATA[sinitech]]></dc:creator>
		<pubDate>Mon, 26 Jun 2023 12:57:42 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">http://astecarchi.com/?p=11754</guid>

					<description><![CDATA[But they aren’t an asset, so you’ll find them recorded as ‘equity’ on a company balance sheet. Though you’ll find them recorded on the ‘liability’ side of your balance sheet, retained earnings are actually a key indicator of your business’s sound financial standing. You can think of them as the company’s private piggy bank—a place [&#8230;]]]></description>
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8oqcKBCvQLcRs21w1os2FaC7cqGqqKRktzqsmbhlJRQWhYWd4XpIkfdsjpEa1qr04dxwqrwhhro5PjiNd1Xr8kvn6f8AewbO6eipKONIqSmigYns2NiNT+xDl8vB6nrJEz1Pft1Tn+0CPvxBkVdmWqyIiqq2T/8APGRl236J3XcH8I9mk1jqWU13uv7SqLcsqIjH1VPeJKiKJyqqI1sjokYrlX8KP7eeOF2PPYyRqse1HNX3RU5RSjIo429I2Ixv2anCAasdo/xEMU2u6Xxbc9zOC5ZjuQ4JJNSU3oW71HzQPkfM1krHvarJE9ThqoiscxWLynuv37a7NnW9jfYu9GbDLjjmmuKRLDY33KHh9e6OCSnhjYqL1c9HvlmkczuxitSPlVVHLs1rbNaLk5j7ja6SqdE5HsWeFsitcnsqcp4U+pkUcaI1jEajfCIicIgGpXUi+3/4enxEsi1yybD7pcNPNS0q3LW0jeyvjrHxT1KMcvDPWiqY+3pOcirH18p2RTyviKbyrRum0Ottu0iwXJFwa0ZJTSXbJ7pSpTQuuC08/o0ULUc7u703SyPXx16s8cORV29VlBRXGB9LcKSGphkTq+OaNHscn2VF8L9SrKGkjhbTx00TYm/ljRiI1P4J7AY32t/zZdI0+2CWBF/+nwmTzi1jWIjWpwiJwiJ7IhyAFOU+4X2Mf68ZhecB0pv2X46+FlwtzIXQrKzuxFdPGxeW/Xw5SXj4bcnLXDT3aYiP3mdQr8rk04eC/IyfppE2n9ojcsgcov1Kltac3uuyXT7GciujmLWXSz0dbUKxvVqySwte7hPonLl8FynS9Zpaaz7hLjyRlpF6+pjf+QAHV3AAANY+ytF/1VTcW7hePkr6nP8AytRGzg6mUtPFK6eOCNsj+ezkaiKv8VAir8RDajJuQ0i/beHUrm6hYOr7pj80C9ZqlqIjpaNHfd/VrmL9JGM8oiu5hR8InKsjzreFqLmeW1Tqq9XrEa2suFQ6NGLNUvuFEskitRERFc7lVREREVV4RE8G4U6YqKlgeskNPGx688uaxEVf60A1A6h47jmyDfRl2ca/aN02caUal1NbXUNdWWWnr46Z9VOlQ50LZkViTQSK+NzFVr1icj+PxN5kTpxuP+Hpqxqji+mej+26wX69X2r4WqjwCipYLbExjnunle6PunVWp+VvHK/mQnrWUNFcYHUtwpIamB6cPimYj2OT9UXwp89qsNksNM2isdpo7dTsb1bFS07ImNT7IjUREA1u/GyxW/1uG6V53brfLPbceudypK2ZjFcyGSpZTOh7qn5UVaaROV8c8JzyqEwts27vSjddR3ms0uW78Y8yjW4tuFGkHpSVLZVbG1ey91b6L+VT8PlOFXzxmqemp6qF9NVQMmhkRWvjkajmuT7Ki+FPltFislgpvk7FaKK3U/bt6VJAyFnP36tREA+8AAAAAAAAAAWxqhndBpdpvlGpV0o6irosVs9Zeainp+vqyx08LpXMZ2VE7KjFROV45II0/wAbDQqR6evpJn7I193RpRvVF/gsyf8A3Jcbvv5qesX+Qt8/0GUjV8G+lpp9pdxdNBHIv8sbg3lzEXx8vSePIGTdDPiTbW9esio8PseT3HHb/cZGQ0VuyOkbSPqpXKiNjjlY98LpFVURrPU7OVURqKZN3Ra3V23bRPIdXLdhdXlU1kbDxbqeX0kVJJWRrJJIjXKyNiOVyqjV9voi9kif8VratpndNDbzr9jOKUNnzHFqmlqayst1OyF9yppp44HpUdUT1HM9Rj2yL+JEYqc8KXFg28PNMb+GPbdzMtHT5BlOPUdNbKplzke5lZKy6x29ZZXtVHOe6NySKvPKuXz+oSh29ar12uOjWL6rXHDK/FJ8jo1qltNa5XSQp6jmtcjla1Xxva1JGO6p2Y9q8eTIpBLVvflrHgO0LTLdDjum2N3BuWyugvlJKtR6VA9/qeg6NWv5RirC9qq7n8TmInv5lnZNYMSu+i9JrotcyHG6jHG5NJM5eEipfl/Xf2+ytbyip7oqKgH3asZzPpjpllOolNjlZf5cbtNVc2WyjXiWrWKNX+m1eF688eXIjlROVRruOFx5s/3F3TdDo7T6p3XTysw989fUUUdLPMs0dSyLr+/gkVjO8aq5Wc9fD43pyvHJhfbhvb1d1o20au7icl08x60UmDW24VFip6Z1QrK+oo6KSplbK57uVjRfQbyzjysie6GQ9pu7B+te2et3DanUFpxeltM9xWv+UdI6ngpaVqOdIvZVcq9efCfbwgEkyIcm9LM2/EGi2dJiFm/YL4fVW7epL85z+x1rvy89Pzp19vy/qYVxv4gW9fcXkV3vO0rbHZLtg9krFpn1F9l61E6eVRHSrVQQslVnVyxR+qrFc3lzkVFdiHQ7Uy76u/F6sGcZHhNfiF6qIKqkuljrVVZaGrpsdmglZyqJ2b3iVWu4TlqtUDcKCLO8Te3Ft0vOOaWafYNNneqGY8fsqyRSq2OCN7/Tjkm68vd3kRUYxqJ2Rkiq9iInbCdTvv3hbdcix6q3s7fceseFZLWNo2XnHaju+geqdndmsqalJFa3lfTXo5yNerVfxwBsSBDvf1vfynaTSad3DCcYsWQ0uarcHTS18kvWOOBKVWOj9Nyco5KhV88/lTgxfrDvt3q2vHptcdK9r9up9GaZqVUF4yBHyV1fQq/qyrWnjqI5aeKRqte1VieiNVHK5WgbFAYQ0I3WYHrNtxh3F1j47Ba6Kiqai/wSyrKlrlpUVahiuREV6Iid2qjUVzXs8crwRIxn4gO9fcXkN3vO0vbHZLrg1krPln1F8l61E6eVRFmWqghZKsfVyxM9VWK5vLnIqdgzTJvSzNnxCGbOkxCzLYHwer+1u8vziL+x1rvbnp+dOvt+X9SXie3k096G6m3fV74vFizjIsJr8QvNRT1VHc7JWrzLQ1dNjs0E0fKoiub3icrXcJy1WrwS13Qb6s/wTXGg2s7b9KaTN9S66mSd/wC0qr0aSne6FahsaN7x+ovoNdI5yyxtanXy5VVGhNAEaNsGo29fIMyu+L7qdF8axi3w2/5y13ixVCSRVEySxtWF6NqZ0R3V7nJyrF/AvhfKpJcAAAAAA61VUd+h4lTnuD0VRLSVuZWOnnherJIpbjCx7HJ7orVdyip9lPd+5BXD9LcX1b3Q6h45liVfydNLca1ny0qRu9RtXGxPPC+OJHeP4Gt0vgYebGXJnvNa467nUbn3Efb6sDrfVeR062DFxccXvltNY3Oojxv3qfomjbsyxK81baGz5RaK6ociuSGmropXqie69WuVeD2WrypibTrbPprpdkseWYwl1SujhkhT5iqSRnV6cL46oevnuvelGmtc61ZZlUUFwaxHrRwQyTzIipynZsbV68pwqduOUVCvl4tM2f4XT+7J4/4+fv4jfhZw87JxuN8bqvZinf8Ay3H28zEefsyICwdPNb9MtU5paTDMkZV1kEfqy0kkL4Zms5RFd1eidkRVRFVvKJyn3PsyLVvT7FMstuD5Bf8A5S9XdI3UdMtLM/1Ee9WNXu1isby5qp+JU9vJFbh8mmWcFsdovHnWp3r66WK9T4V8McmuavZM6i3dGpmflvet/ZeQMb2fcHpLfv28605T81DjVKtbcZ46SZY44WqqOe1Ub+8ROP6PPP05Q+O5bmNFbXjtHk8+ZMfRXFZEpGspZvWl6OVrlSJWI9ERyKnZyInjwpJHTebNu34Nt+I/TPuY3r19PKKetdOrXvnPTWpn9UeonUz7+U+P3ZULao9QsKuOVVWEUOSUE19omd56FkqLKxPr4+qp9UReU588Hyad6rYLqpb5rjhN7ZXNpXNbURKx0csKuRVTsxyIqIvC8L7LwvCrwpY+K2nQJmvN7qMd5dqBHHLPWwLFUJHD2RqSSN7NSLs5Ht5Vqqq9l+6nbFw5rOWnIpaLUrvUR6nx+rfqPujz9Ri0YMnFvSaZLRG5t7jz+jXu32/dmdPYqWJWa2aYW/KrjhVwyuKlu9pgWprYZoJWMhjRiSK5ZVb6f5XIv5vrwnnweDju6LRTKMihxi05d/ruplSGmdPSSxRTvXwjWvc1E5VfCc8cr7c8pz1r07mXr3xitrW99s+p+fr0lt1jp9Lxjtnp3TOtd0b3HuPfv7Msg82+3+zYxaqm+5BcoKC30jPUmqJ3I1jE9vf7qvCInuqqiIY0sG6nRDIr42wUGX+nUTP9KB9RSSwxTO+iI9zUROfp245Xx7keDhcnk1m+HHNoj3MRM6ScnqfD4eSuLkZa1tb1EzETP8Sy6C0cA1TwTVGlq67Br4tygoZWw1DvlZoej1TlE4lY1V8J9OS18x3O6MYTdJrHdsrSavp3rHPDR08k/pOT3Rzmp1RUX3TnlDtTp/Ly5ZwUxWm8e41O4/eHXL1bg4cEcm+asUn1bujU/tPz/hlYHg4Xm2NahY/T5TidwWtttS57I5VifGvZrla5Fa9EcnCoqex7xWvS+K00vGpj3E+4XMWWmekZMUxNZ8xMeYmPssnVPObrgVkprpaMDu+WSz1aU7qS2xq+SNqsc71HIjXfh5aie3u5DGX98pm3+1kzn/mkn/8AUSC4T7FS9xuVxsNO3Lhi8/XutH+onTL5nT+XyMvfh5E0r9Oys/7mJljrSnUq96hvuiXnTC+4j8gkKx/tOJzPme/fnpyxvPXqnPv+dDIbfb6nIFTPemTJNsde2PpuZ1/M+V/iYcmDFFMt++0fPURv+I8AAIlkAAFF8eQiqqc8FTUFua0mx7Xr4stNo/mFxutJZMgoaRlVJbZ2xVDUiszpm9HPY9qfiibzy1fCr/EDb32Q5Gm7eVtvrfh01mF6s7bdbczoZrtXSUD6K41cUsquY1JVd+7YyOaBeGo6KSNyc9eVXnhNsuPZtCzTKz5/n8lHjSTWaluV2+dnbBDQSSQsfI173qiNRrnK3lV+gF2Hn5BfrNitiuOT5FcoLfarTSy11dVzu6xU9PExXySPX6Na1FVV+yGCGfEI2YyXdtkTcBjiVDpPTR7mzpT888eZ1j9JE/3XfjjzzwXNutraO5bSdW7hb6qGpparT+9zQTwvR8csbrfKrXNcnhyKioqKnhUUC+dO9TtP9WrA7KdNcutuR2htQ+ldWW+ZJYkmajVczsn1RHtX+tC6CCvwcntj2h1kj3I1rcuuSqqrwiJ6NMZrybfzs8xG9TY/ete8c+dppPSlbSetWRsenuiywMfHynsv4vC8ovkDP4PCwzOcQ1FxuizDBcjt99stwZ6lNXUM7ZYpE+qcp7Ki+FavlFRUVEVDH1Du5213Giyi40+sWPtpcLc1l+mmmdCyhe6R8bGOV6Jy5z43ta1vKqqcIiqBl4GJdI91+3fXa81OO6UaqWi/XWkjWaShYksFQsaLwr2xzNY57UVU5c1FROU545MhZbmOK4FYKvKs1yK3WOz0LPUqa64VLIIIk9k5e9UTlV8InuqqiJ5A9gGA8S347R86yugwjFdbbPW3q6VcdDRUywVMSVFRI5GMjZJJG1jnOcqNaiO8qqInPKGVdQtTtP8ASfG5sv1Iy62Y5Z4HIx9XXztiYr19mNRfL3rwvDWorl+iAXODDOl28fbJrPkLcT021gst2vMjXOioXJLSzTcJyqRtnYxZFROVVG8rwir7IZlTyBUAAAABwlar43MRyp2RU5T6ERtc9ALthmlV+yWp1mzO9x0bIXOoK+tc+CbtOxvD29vPHbn+KIS7X2PIyfGbJmVkqsbyO3srbdWI1s8D1c1r0a5HJ5aqL7tRff6Gl0zqWTp2et6z+XcTMaidxE/f1/DF630fD1jjXx3j8/baKzuYiJmNedT58/uwHpBoBdpMbwrNE1kzNkLqK3XNLU2sd8ojekcny6N7cenx+Djj8pJQ+G0WugsNpo7JaqVtPRW+njpaaFqqqRxMajWtTnz4REQ+4h5vOy8/J35Z3714iPH8RCx0zpmDpeH4eGNb1vzM+YjXzmQAiR8Uq/37GNnuR3jG73X2mujudraypoal8ErUdVMRyI9ioqIqeF8lNpJbgj1stzCKDZjpxmWdZO2OOPH0qbhdbtW8Na1JH8yTTSu8Iie7nKZMu+uuithxODPbvq1h9LjdVI6Gnu0l7pkpJ5GqrXMjl79XuRUVFa1VXlF8AXyDwcLzzCdR7IzJcAy6z5HaZHrG2utVbHVQK9OOW941VOycpynuhyy7OcLwCzyZBneW2fHbXEvV9bda6KlgRfoneRyN5/TnkD3AWNp/rpoxqtUzUOmmquKZPVUzVkmprVd4KmaNiLx3dGxyuRvP9JU4U9XN9StPNNLa28aiZzYMYoXu6MqLvcYaSN7v8VrpHIjl/RPIFyAsvANatIdVvWbppqbjGUPpk7Tx2m6wVUkSL7K9jHK5qefqiHp5hqLp/p5BTVOfZzj+NQ1r3R00l3ucNG2ZzU5c1iyuajlRFRVRPuBcILCyzXvRHAsjgxDN9W8QsN8qenp2643mnp6he35FVj3oqI76KqJzynB6ec6qaaaZWmG+6i59j+M2+pXrT1N1uMNLHO7jnrGr3J3XheeG8rwBdQPFxPNMQz2yw5Jg+U2nILTUKqRV1rrY6qneqe6JJG5WqqfVOfB8ec6mad6ZWxl51Gzmw4vQyv8ATjqLvcYaSOR/+K1ZHJ2X9E5UC5gWvgmqOnGqFtfeNN87sOUUUT/TlntFwiq2RO88Nesbl6r49l4UugDjJz0XgjrJt01ufI5zd0N+ajnKqJ8tL4/6QSMKFvi83NwpmcWvP1rW3r/uidM/ndM4/Ue34+/y71q1q+9f8Zjfr5+kcv73HXD/AG0d+/5tL/8A6CQFppaihtlJRVda6rmggjiknenCyua1EV6+V8qqc+/1PuKcIc8rn5ubERl14+la1/8AEQ68HpXG6dMzg7vPvdrW/wDtM6/hiPd9/NS1h/yFvn+gykb/AINa8bSriv8A7ZXD/RqQmBq3gMequluXaZS3R1tjyux1tldWNh9VadKiB8SyIzlvbr3545Tnj3QgDZfgyrZ4P2ZDuuyiG1vesk1HR2b5dki+PPCVSt58J5Vq+xTaS8Piw7jsLsWiNx282C8QXTN80qaOmltlFIks9DTRzxTq+ZjeVY6TpGxjFTl6SKqIqNLY1i0evGhXwcLjp5klO6C9QUdqr7lC7jtBU1V+pah0TuPHMfqpGvH1Z9TPu3n4ce3LbxkMGb2u23PKsqplSSC75FUMqH0svHmSCJjGRsdz5R6tc9v0d785S3OaGQ7kdEMk0XqckfYI8i+T7XFlKlS6H5eshqfEavZ27LD1/MnHbnzxwBHvRLR6k17+FtjulNRDE+e94jMlvdLIrGxV8c8ktJIrk8o1s7IlX7oiovhVQhVZt01xpfhlXLb4lV3zZuWNwiKg4d8022TvdV9uP6SK5k9Nx9EVE49lNtegGkkWhOjuLaRwX115jxmjWjbXupkgWdO7n9ljRzuv5uOOy+xGqL4YWBRbr/75f+XczqH+Ua5R/Jb9lNSFK3zIi+v6vslR+949P/c/qBdtdoxSbf8A4b2YaUwxRtqrNpbfluTo3q9slwlt1RLVPRy+7VmfJ1+zeqeyIRC0ajvMnwZNRW2Nsi1CVtY5/T3+XStplqP6vRSTn9OTZ5qpgzNT9L8v01luTrczLLDcLG6sbF6q06VVO+FZEYqp269+evKc8ccp7mMttG1HHtv2gtToFd73Hmlnr5q51a+st7YGVMNUiNkhfF3eitVvKL58ovsBjP4T9dj9RsoxSCzywPq6S43aG6pGqdmVS1sr2o/j2d6D6dfPnqrfpwRvt93sd5+OGyosUsMzIEqKSplhkR7XVMWMyMlTwvhzXNWNyeOHMdz55Mn2z4T1fgWVXSv0R3bag6f45eJGLVWq2te2d8Se8bqmKoiR/HLkYr4lVqO89l5Vb40n+Ghgui25ex6/YLn1fDb7DSvgisFTQpNJPJJb30ks8tYsqK6R75HzuX00Ts5WoiJxwETd0Nq1Lqfiz2+hw3UKiwa+3WmoIsavtxpY6iCm72t0SNSOVHNcskyTRN8L+OROPPBm3WLYnvi18xFmEaubu8Zv1kjrI69lK/F4afrUMa5rHo+GJj0VEkcnvx+JfBITdxse0w3bUFBXZBXVmPZdZY1iteQ29qOljjV3b0po1VEmiRyq5E7Nc1yqrXN7OR2J7B8N3UasqrbbtXt72qGa4pbpIpXWFJJaaKoWJyOibI6Wona5qOa3wrFXhOEVq8KgRx+LPh9fgulW2DAL5cmXOtx6011nrKxiKjaqWCmtcUkqIvlEc5iu8+fJsj3J0dLBtm1SoIKeOKmiwW9xMiYxGsaxKCZEaiJ4RETxwhjHenskot4q4V85qNPiqYbLXSN9K1pWfM/M/L8ovMsfTr8v+vPb6cec86j4amomnWUafzV/yLcmstbZ3VTYvVWBKiB8XqIxVTt1788cpzxxyBqh29peJvg+a1ssqSLOmR1CvRnulOn7MWf+r0vU5/TkmD8KCtsNRspxSntEkDqujuN2huqRqnZlUtbK9qScezvQfTr589Vb9OC/drWz3HduOh980Lu2RMzez5DcKyrrlrLa2njmhqaeKCSndF6j0c1WxLyvPnuqcePOAbX8J6uwHKbpW6I7ttQdP8cu8jPmrVbUe2ofEnvG6piqI0fxy5GufEqtRfPbyqhjC33ex3r44KVNikhlZAlRSVMsTkc19TFjUkcqcp/SY5qxuT6OY5F8kgt2uwnJdWNWKDcjoFqlJgmp9shiYsk3dKWrdExY43+oxFfE7019J6dZGPYiNVifi7dmk/w0cE0W3L2PX7Bc8robfYqV9PFYKmh9WSeSS3vpJZ5atZeXSPfI+Zy+midnK1EROOPV1o2Qak57rDkGrulW7bNdMpcojpP2na7bC+Wmllp6ZlOx6IyoiTnpG38yOVFV3Coi8IFi7Od3+u9br3dtnm6qyW9+dWalkqKa9W9I2rU9WNn6TNi/dL2gka9j42s4RqNezsqqk8SMO1/Yjhm3XLbnqpes3vuoWo17ZJFXZHencO6PeivWKNVe5r3IjUc98j3L14RWoqoSeAAAAAAOP3IEWTBMr1C3M6gWTD85rMUrYai41T62lfKx74m1UbViVY3tXhVe1ffj8KeCey88+CGX8jNxmnmuGY6h6f6cw3Fl3qa2CGSsfG6J9PLO2RHI1JmORf3bff6c+D034cy/DjkRS1a2mn5e7Wt7j6+HivxhgjNbiWvS1qVvM27IncR2z/x8+2bdGtH9R9PL9WXTMdXbpllLU0iwRUtVNO5sUndq+oiSSOTnhFTwnPktfNtVtK7Jqbd7bjek9dneaIjFuElBQJULArGNj6d3I5zeqdUd0b1RV4Ve3J6OmWcbpLvm1vt+pGm1mtWPSpL83V0zOJI1SNys4/1w/wB3o1Pyr7/T3LDt+Na2aEav5bkOL6dPzKzZXVSVLXwzpG9veV0jEV/4lYrVkcjuW8O8KioT4cE5OTlty71nJ2eIraK1t59TNdR8t63G/CryOTGHh4a8HHeMXfPda9LXvXxvcVtufO9b868rRsVdcv77rEbvWaapg09yj7utnrNd6jHwzMWZyMa1Gq7jy1U55byvuepuux9mV7kMHxiWplp4rrQ0VFJLGv42RyVczXK39eqqe7R6aa43rcXi2qOaY3Eync1k1S2jnY+G1sRsrWUyuV3MjkTq5zkThXSLx4QuPWPTLOck3I4Hmllx6arstpbQpWVbZI0bF0qpHu5RXI5eGuRfCL7mr/W4MXNw5a3rE1w2jxO4ifzajc72w/8Ap/JzdO5GK2O0xbkVmN11M13Xc6jWo9zOvX7rs1N05wbBtEswZiWKW21Ojxyopllp6drZpI0j8JJJ+aReURVVyqqr5VeSw9nel+H3DS3+VN/sNBd625Vc8TH1tO2f0II3K30mI9FRqK5ZHLxxz28+ycZu1fst0yLS7KbDZaR1VXV9qqKemhaqIskjmKjWoqqieV+6lr7YcPyTBdIrfj2WWt9v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width="259px" alt="how to calculate retained earnings"/></p>
<p><p>But they aren’t an asset, so you’ll find them recorded as ‘equity’ on a company balance sheet. Though you’ll find them recorded on the ‘liability’ side of your balance sheet, retained earnings are actually a key indicator of your business’s sound financial standing. You can think of them as the company’s private piggy bank—a place to store everything left over from net income after paying dividends.</p>
</p>
<ul>
<li>Consider diversifying your offerings, optimizing pricing strategies, and improving customer retention.</li>
<li>This could be in the form of venture capital, angel investment, or a business loan.</li>
<li>You&rsquo;re just figuring out how much you&rsquo;ve earned that you haven&rsquo;t paid out to your shareholders as dividend payments.</li>
<li>Here, we’ll explore a few examples to show how companies use retained earnings for various purposes, such as growth, debt repayment, and shareholder rewards.</li>
<li>Retained are part of your total assets, though—so you’ll include them alongside your other liabilities if you use the equation above.</li>
<li>The Statement of Retained Earnings, if prepared by the company, provides a clear reconciliation of the retained earnings balance, detailing any dividend distributions.</li>
</ul>
<p><h2>How to Calculate Retained Earnings?</h2>
</p>
<p><p>For investors, understanding how a company uses its retained earnings can provide valuable insights into its management practices and growth potential. You don’t have to work for a giant corporation to know and understand your business’s retained earnings. This calculation will give you the data to know what portion of your profits can be set aside to be reinvested in your business.Retained earnings are <a href="https://www.germancars.com/advertising.shtml">https://www.germancars.com/advertising.shtml</a> also much more than just a number.</p>
</p>
<p><h2>How to calculate retained earnings on a balance sheet?</h2>
</p>
<p><p>Both cash dividends and stock dividends result in a decrease in retained earnings. The effect of cash and stock dividends on the retained earnings has been explained in the sections below. The difference between retained earnings and revenue lies in their purpose and how a business records them.</p>
</p>
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" width="258px" alt="how to calculate retained earnings"/></p>
<p><h2>Retained Earnings Formula: Examples, Calculation, and More</h2>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width="257px" alt="how to calculate retained earnings"/></p>
<p><p>Beyond this, retained earnings are also a useful figure for linking the income statement and balance sheet. Retained earnings, also known as RE, refer to the total amount of profit a business is left with to reinvest after paying shareholder dividends. These funds can be used for anything the business chooses, including research and development, buying new equipment, or anything else that will lead to growth for the company. Instead, they reallocate a portion of the RE to common stock and additional paid-in capital accounts.</p>
</p>
<p><div style='text-align:center'><iframe width='569' height='312' src='https://www.youtube.com/embed/-5zavMjcPFk' frameborder='0' alt='how to calculate retained earnings' allowfullscreen></iframe></div>
</p>
<p><h2>Stock Dividend Example</h2>
</p>
<p><p>They’re like a link between your income statement (aka  your profile and loss statement) and your balance sheet. Retained earnings are recorded under shareholders’ equity, showing how these earnings can be used as a tool to generate growth. That’s your beginning retained earnings, profits or losses for the period, and your dividends paid.</p>
</p>
<p><h2>Retained Earnings: Definition, Calculation</h2>
</p>
<p><p>Depending on your goals, you can look at retained earnings in a few different ways to gain insight into a company’s overall financial health. Theoretically, all the income a business generated in the defined period could be retained earnings if the company decided not to reinvest or pay dividends. So, the second step is to review the company&rsquo;s income statement for either income or losses.</p>
</p>
<p><h2>Step 2: Calculate or Identify Net Income</h2>
</p>
<p><p>With this internal capital, a company may decide to invest in new projects, real estate, or even expand into international markets. Having access to retained earnings gives businesses the ability to take calculated risks, which can yield high returns and position the company for long-term success. The key takeaway is that retained earnings are a reflection of a company’s ability to turn its profits into long-term <a href="https://www.ashknottcottage.com/NorthYorkshire/driffield-north-yorkshire">https://www.ashknottcottage.com/NorthYorkshire/driffield-north-yorkshire</a> value. When a company is profitable and chooses to retain earnings, it demonstrates a forward-looking, growth-oriented approach that can lead to sustained financial success.</p>
</p>
<ul>
<li>In this section, we will discuss how to calculate retained earnings for a company.</li>
<li>Retained earnings, in contrast, show the long-term story of how much profit your business has retained and reinvested over time.</li>
<li>Accounting mistakes, including incorrectly reported revenues or expenses, may require restatements that affect retained earnings.</li>
<li>Start with the previous year’s balance sheet to get the company’s beginning retained earnings.</li>
<li>Retained earnings are updated each period, adding the current period’s net income (or subtracting any net loss) and accounting for dividends that have been paid out to shareholders.</li>
</ul>
<p><h2>How to Analyze Pharmaceutical Stocks: The Savvy Investor’s Guide</h2>
</p>
<p><div style='text-align:center'><iframe width='567' height='316' src='https://www.youtube.com/embed/Dr-17wss9kY' frameborder='0' alt='how to calculate retained earnings' allowfullscreen></iframe></div>
</p>
<p><p>Retained earnings represent more than just numbers on a balance sheet &#8211; they tell the story of a company&rsquo;s financial journey. Whether you&rsquo;re running a business or evaluating investments, understanding retained earnings helps you make better decisions about growth, stability, and shareholder value. The income statement gives you net income, adjusted for non-cash expenses such as depreciation. The <a href="https://greenhouseislands.com/how-to-choose-a-printing-printer.html">https://greenhouseislands.com/how-to-choose-a-printing-printer.html</a> cash flow statement shows how much real cash the company has on hand. Holding up net income as a measure of cash flow gives a false picture of how much money is available for paying  shareholders or funding growth. Through retained earnings, businesses demonstrate their approach to distributing profits versus reinvestment funds.</p></p>
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		<item>
		<title>Bookkeeping for Nonprofits: A Basic Guide &#038; Best Practices</title>
		<link>https://astecarchi.com/2023/04/21/bookkeeping-for-nonprofits-a-basic-guide-best/</link>
					<comments>https://astecarchi.com/2023/04/21/bookkeeping-for-nonprofits-a-basic-guide-best/#respond</comments>
		
		<dc:creator><![CDATA[sinitech]]></dc:creator>
		<pubDate>Fri, 21 Apr 2023 17:00:23 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://astecarchi.com/?p=681</guid>

					<description><![CDATA[For example, when a nonprofit buys equipment or property, these assets are managed differently than in a business setting. Each has its own rules and reporting requirements you need to adhere to. By the end of this guide, you’ll have the skills to confidently manage your nonprofit’s accounting needs. Non profit organizations often receive donations [&#8230;]]]></description>
										<content:encoded><![CDATA[<p><img data-recalc-dims="1" height="200" decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://i0.wp.com/www.bookstime.com/wp-content/uploads/2020/11/iStock-1159994444-1-300x200.jpg?resize=300%2C200&#038;ssl=1" width="300" alt="how to do bookkeeping for nonprofits"/></p>
<p>For example, when a nonprofit buys equipment or property, these assets are managed differently than in a business setting. Each has its own rules and reporting requirements you need to adhere to. By the end of this guide, you’ll have the skills to confidently manage your nonprofit’s accounting needs. Non profit organizations often receive donations with specific restrictions on their use.</p>
<ul>
<li>Accounting software can make this process easier and help your bookkeeper follow GAAP standard accounting principles.</li>
<li>This provides annual savings while receiving specialist assistance to complete mandatory financial tasks.</li>
<li>We may be biased, but we recommend that your organization outsource its accounting services to a nonprofit-specific firm like Jitasa.</li>
<li>Like any other organization, nonprofits need to accurately track their income, expenses, assets, and liabilities to ensure financial transparency, meet legal requirements, and make informed decisions.</li>
<li>In addition to GAAP, nonprofits must also comply with FASB 117, the Financial Accounting Standards Board’s Statement of Financial Accounting Standards No. 117 (FASB 117).</li>
</ul>
<h2>Key Responsibilities of a Nonprofit Bookkeeper</h2>
<div style='text-align:center'><iframe width='561' height='317' src='https://www.youtube.com/embed/Soh-8IBlCzE' frameborder='0' alt='how to do bookkeeping for nonprofits' allowfullscreen></iframe></div>
<p>In this article, we’ll discuss key bookkeeping responsibilities and steps to efficient bookkeeping and provide 3 software options that can help. Nonprofits exist to make positive improvements in their community (or however far their impact reaches). They meet needs and raise awareness of issues in our world in ways that lone individuals usually cannot. If you received 10 types of canned beans from two different brands, it’s acceptable <a href="https://www.bookstime.com/nonprofit-organizations">accounting services for nonprofit organizations</a> to pick one brand and one type of canned bean and account for the total donation with that value. It’s recommended that you lump materials and goods together as much as possible, so you’re not burdened with this task.</p>
<p><img data-recalc-dims="1" height="300" decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://i0.wp.com/www.bookstime.com/wp-content/uploads/2021/10/c304e8b1-758f-419e-9241-9de766d21fd6-400x300.jpg?resize=400%2C300&#038;ssl=1" width="400" alt="how to do bookkeeping for nonprofits"/></p>
<h2>Nonprofit Fundraising Best Practices</h2>
<p>Using fund accounting software is an easy way to fill out your organization’s Form 990. This way you can ensure your information is correct and that you file on time every year. Finally, board members are personally liable for their custody of the nonprofit organization&rsquo;s assets. <a href="https://x.com/BooksTimeInc/status/1930622163008319725">Sales Forecasting</a> Since nonprofits have specific rules and guidelines on how their funds are spent, it’s important to have a system to ensure the financial process  is done correctly.</p>
<p><img data-recalc-dims="1" decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://i0.wp.com/www.bookstime.com/wp-content/uploads/2021/08/b0685b1a7a.jpg?w=1080&#038;ssl=1"  alt="how to do bookkeeping for nonprofits"/></p>
<h2>Conclusion: Empowering Your Nonprofit’s Financial Future</h2>
<p><img data-recalc-dims="1" decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://i0.wp.com/www.bookstime.com/wp-content/uploads/2021/08/4108379207.jpg?w=1080&#038;ssl=1"  alt="how to do bookkeeping for nonprofits"/></p>
<p>They immediately feel like they’re back in math class having to turn&#8230; Most people go to work for a charitable organization because they want to spend their time serving their community. They hardly ever do it with dreams of spending their time managing nonprofit compliance.</p>
<h2>What is the best software for nonprofit accounting?</h2>
<ul>
<li>Shows assets, liabilities, and net assets—broken into restricted and unrestricted categories—on a specific date.</li>
<li>While there are payroll software solutions, most still require you to handle the bulk of the work.</li>
<li>Effective bookkeeping is not just about compliance; it’s about empowering the organization to achieve its mission and make a positive impact.</li>
<li>Katie was a godsend and helped our 501(c)(3), 501(c)(4) and PAC keep organized—while she helped keep me sane!</li>
</ul>
<p>But after getting it all written, I realized what a wealth of knowledge and insight Chris had provided. From that point, it was obvious that having Chris review the application with his depth <a href="https://en.wikipedia.org/wiki/Cash_flow">cash flow</a> of experience was a very worthwhile investment. Chris was quick, thorough, and honest and his recommended changes showed he  really knows how the IRS “thinks.” We received our approval letter with no further questions asked. Worst case, your nonprofit dissolves under legal or financial pressure. They expect this separation of duties as proof you’re not a personal business hiding behind nonprofit status.</p>
<p><img data-recalc-dims="1" decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://i0.wp.com/www.bookstime.com/wp-content/uploads/2021/03/5708be3c-6df0-4d04-9c00-ad422a53481b.jpg?w=1080&#038;ssl=1"  alt="how to do bookkeeping for nonprofits"/></p>
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		<title>Temporary vs Permanent Accounts:Key Differences &#038; How Automation Helps</title>
		<link>https://astecarchi.com/2023/03/13/temporary-vs-permanent-accounts-key-differences/</link>
					<comments>https://astecarchi.com/2023/03/13/temporary-vs-permanent-accounts-key-differences/#respond</comments>
		
		<dc:creator><![CDATA[sinitech]]></dc:creator>
		<pubDate>Mon, 13 Mar 2023 16:12:35 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://astecarchi.com/?p=1203</guid>

					<description><![CDATA[Understanding the distinction between temporary accounts and permanent accounts and managing them accordingly is crucial to accurate accounting processes. Some of these accounts include cash, accountsreceivable, inventory, notes payable, accounts payable, andcustomer deposits. Suppose a grocery store identifies expired or damaged items in its inventory and decides to write them off. The financial impact of [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>Understanding the distinction between temporary accounts and permanent accounts and managing them accordingly is crucial to accurate accounting processes. Some of these accounts include cash, accountsreceivable, inventory, notes payable, accounts payable, andcustomer deposits. Suppose a grocery store identifies expired or damaged items in its inventory and decides to write them off. The financial impact of this inventory write-off is recorded in the “Loss on Inventory Write-Off” temporary account.</p>
<ul>
<li>At the end of an accounting period, companies reset a temporary account&rsquo;s balance to zero with a closing entry that offsets its existing balance.</li>
<li>These accounts do not close at the end of the accounting period but carry their balances into the next period.</li>
<li>Account payable is created when goods purchased on credit fromvendors but if note is issued to vendor until maturity date to beused to fulfil needs then that note is called notes payable.</li>
<li>Understanding these differences is essential for accurate financial reporting and a business’s financial state.</li>
<li>This account captures losses resulting from unusual events or non-operational activities.</li>
</ul>
<p>Once the company pays dividends at the end of the quarter, the temporary account&rsquo;s balance is drawn down to zero, and the account is closed. Inventory refers to the raw materials, work-in-progress, and finished goods that a company holds for the purpose of selling in its normal business operations. Essentially, it’s the stock that a business keeps on hand to meet customer demand and maintain its operations. This can be done manually or through automated software systems such as an Enterprise Resource Planning (ERP) system. Use labels or barcodes to identify each product and record the location of each item in a central database. Because you did not close your balance at the end of 2021, your sales at the end of 2022 would appear to be $120,000 instead of $70,000 for 2022.</p>
<h2>Temporary Accounts Vs. Permanent Accounts: Key Differences</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="600px" alt="is notes payable a permanent or temporary account" 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<p>Automation eliminates these errors and frees finance teams to execute value-added work. For example, AR teams leveraging automation can quickly apply cash to invoices, attach relevant proof, and post transactions to journal entries for further review. Temporary accounts, or nominal accounts, are used to hold funds for short-term projects with a definite end date or temporarily hold funds before being transferred to a permanent account. Asset accounts track everything a business owns, including physical items (e.g., inventory) and less tangible property (e.g., stocks). Account payable is created when goods purchased on credit fromvendors but if note is issued to vendor until maturity date to beused to fulfil needs then that note is called notes payable.</p>
<h2>How do you recognize account payable?</h2>
<p>As a result, income statement accounts are transient and must be closed on a regular basis. Manually classifying every transaction into a temporary versus permanent account is time-consuming. Aside from figuring out where each transaction must go, accountants must verify them and record journal entries appropriately. In accounting, a permanent account refers to a general ledger account that is not closed at the end of an accounting year. The balance in a permanent account is carried forward to the subsequent year, where it becomes the beginning balance for the new year. Sales, Service Revenue, Interest Income, Rent Income, Royalty Income, Dividend Income, Gain on Sale of Equipment, and other revenues or income accounts are all transitory accounts.</p>
<p>If at the end of 2020 the company had Cash amounting to $100,000, that amount will be carried as the beginning balance of cash in 2021. If cash increased by $50,000 during 2021, then the ending balance would be $150,000. For temporary accounts, automation simplifies the process of closing and resetting balances at the end of each accounting period.</p>
<ul>
<li>The intricacies of accounting require the right tools to navigate effectively.</li>
<li>The choice between temporary and permanent accounts is not a matter of preference—it’s determined by the nature of the transaction.</li>
<li>Asset impairment charges, for example, have consequences for a company’s long-term performance.</li>
<li>This account tracks any interest earned from investments held by a company, such as bonds, certificates of deposit and stocks held in brokerage accounts.</li>
</ul>
<h2>What are Permanent Accounts?</h2>
<p>They are closed at the end of every year so as not to be mixed with the income and expenses of the next periods. This way, users would be able know how much income was generated in 2019, 2020, 2021, and so on. Therefore, accounts payable like other permanent accounts are not closed at the end of the accounting period, rather, they continue to maintain ongoing balances over time. Temporary accounts are accounts that begin each fiscal year with a zero balance and are closed at the end of every accounting period.</p>
<h2>What is a permanent account?</h2>
<p>Synder can streamline your accounting processes, ensuring accuracy and efficiency in handling both types of accounts and provide clear picture of your cash flow. While a permanent account indicates ongoing progress for a business, a temporary account indicates activity within a designated fiscal period. Tracking the amount of money received for goods and services provided, revenue accounts include interest income and sales accounts.</p>
<p>It also provides valuable tools that help manage customer information, monitor payment records, and create proper billing and collection reports. You also get access to active customer support, ready to assist you whenever you need help. These processes ensure a company&rsquo;s books are current and constantly reviewed for accuracy. Running with the utilities example, the company can either relocate if costs are running out of hand or switch to a different work model and reduce office expenses. For the past 52 <a href="https://accounting-services.net/long-term-notes-payable/">is notes payable a permanent or temporary account</a> years, Harold Averkamp (CPA, MBA) hasworked as an accounting supervisor, manager, consultant, university instructor, and innovator in teaching accounting online. For the past 52 years, Harold Averkamp (CPA, MBA) has worked as an accounting supervisor, manager, consultant, university instructor, and innovator in teaching accounting online.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="602px" alt="is notes payable a permanent or temporary account" 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"/></p>
<p>Instead, your permanent accounts will track funds for multiple fiscal periods from year to year. Notes Payable refer to a liability that will be paid off in more than a year. An account payable is a liability that will be paid off in less time than that, within one year or less (or accounting period). A short-term note payable is a payable that is expected to be paid off with in one year or less. When the period ends, balances from temporary accounts are transferred to retained earnings or another equity account during the closing process. Classifying these transactions manually into the right accounts is time-consuming.</p>
<p>Automation removes any need for finance teams to spend time on clerical or rote tasks. For example, you can apply cash to invoices automatically instead of tasking a highly qualified AR team member with manually reconciling transactions. Save time, money, and your sanity when you let ReliaBills handle your bill collection, invoicing, reminders, and automation.. The phrase notes payable is a result of a purchase made by abusiness and is a form of receipt. If you’re a solo proprietor or your company is a partnership, you’ll need to shift activity from your drawing account for any excises received from the company. Expense accounts, such as Cost of Sales,&nbsp;Interest, Rent,&nbsp;Delivery, Utilities, and any other expenses, are transitory accounts.</p>
<p>Knowing the distinction between these two types of accounts is crucial for accurate financial reporting and analysis. Permanent accounts allow businesses to track their financial progress over time since these account balances carry forward from one period to the next. In contrast, temporary accounts provide a view of financial activities within a specific timeframe. Permanent accounts in accounting monitor long-term transactions for projects that serve investment or revenue goals. These accounts are central to recording business health, and companies carry their balances into subsequent accounting periods.</p>
<h2>Balance treatment</h2>
<p>Given transaction volumes, accounts receivable (AR) teams relying on manual processes will experience high fatigue levels, increasing the chances of an error. Whatever its choice, segregating that transaction into a temporary account puts it in perspective, and lets management know that the issue does not impact an important asset or long-term account. Asset impairment charges, for example, have consequences for a company’s long-term performance.</p>
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		<post-id xmlns="com-wordpress:feed-additions:1">1203</post-id>	</item>
		<item>
		<title>Common Accounting Errors A Practical Guide With Examples</title>
		<link>https://astecarchi.com/2022/12/08/common-accounting-errors-a-practical-guide-with/</link>
					<comments>https://astecarchi.com/2022/12/08/common-accounting-errors-a-practical-guide-with/#respond</comments>
		
		<dc:creator><![CDATA[sinitech]]></dc:creator>
		<pubDate>Thu, 08 Dec 2022 14:50:36 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">http://astecarchi.com/?p=1813</guid>

					<description><![CDATA[Since $36 divided by 9 equals 4, this could mean that there was a transposition error. Even though this error seems small, writing an expense amount of “$3,678” instead of “$6,378” can throw off your entire finances. Pivot tables are a powerful and versatile tool for data analysis and gross vs net visualization. From a [&#8230;]]]></description>
										<content:encoded><![CDATA[<p><img data-recalc-dims="1" height="200" decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://i0.wp.com/www.bookstime.com/wp-content/uploads/2022/04/ad7788cb-c75f-4699-8cbe-80cb6283a913-300x200.jpg?resize=300%2C200&#038;ssl=1" width="300" alt="error of commission"/></p>
<p>Since $36 divided by 9 equals 4, this could mean that there was a transposition error. Even though this error seems small, writing an expense amount of “$3,678” instead of “$6,378” can throw off your entire finances. Pivot tables are a powerful and versatile tool for data analysis and <a href="https://www.businessnewsdaily.com/16205-gross-vs-net-revenue.html">gross vs net</a> visualization.</p>
<ul>
<li>From a maintenance perspective, keeping software up-to-date with regular updates and patches is crucial.</li>
<li>From the perspective of a seasoned accountant, the pressure to meet deadlines can often lead to rushed entries, which increases the likelihood of mistakes.</li>
<li>It’s better to act preventatively and have a system in place to enter each transaction.</li>
<li>The first step would be to contact a proven medical malpractice attorney.</li>
<li>There are numerous other types of accounting errors, and some of the most common mistakes are listed below.</li>
</ul>
<h2>Recording in book of original entry</h2>
<p><img data-recalc-dims="1" decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://i0.wp.com/www.bookstime.com/wp-content/uploads/2021/08/1qd62fp.jpg?w=1080&#038;ssl=1"  alt="error of commission"/></p>
<p>The diagonal elements represent the areas that were correctly classified. To calculate the overall accuracy  you add the number of correctly classified sites and divide it by the total number of reference site. Requires correcting the incorrect entry and adjusting the financial records accordingly. Can distort the accuracy of financial statements, leading to misrepresentation of a company&rsquo;s financial position, profitability, and cash flow statements.</p>
<h2>Medical Omissions Resulting in Malpractice in South Carolina</h2>
<p>Implementing robust internal controls and regular audits can help detect and correct these errors promptly. Recording the same transaction more than once can inflate revenue or expenses, leading to inaccurate financial statements. Utilizing accounting software with built-in error detection <a href="https://www.bookstime.com/">https://www.bookstime.com/</a> features can assist in identifying and preventing duplicate entries.</p>
<ul>
<li>He has been the CFO or controller of both small and medium sized companies and has run small businesses of his own.</li>
<li>Have a system of checks and balances in place where multiple people review the calculations before finalizing payments.</li>
<li>Errors of principle mean and include, errors caused due to violation of generally accepted accounting principles viz.</li>
<li>These insights enable proactive measures to prevent errors from occurring or minimize their impact.</li>
<li>Training and educating staff on the importance of accuracy in financial reporting is another critical component.</li>
<li>Educating employees about the potential pitfalls of commission errors empowers them to identify and address them proactively.</li>
</ul>
<h2>Definition of Accounting Errors</h2>
<p><img data-recalc-dims="1" height="200" decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://i0.wp.com/www.bookstime.com/wp-content/uploads/2020/04/Screenshot_8-1-300x200.png?resize=300%2C200&#038;ssl=1" width="300" alt="error of commission"/></p>
<p>In order for the trial balance to be in equilibrium, a single entry is posted in a suspense account. Then, once the issue is identified, a correcting entry of the suspense account is carried out. GL Account 7005 is an interest expense-related GL account and GL Account 7002 is an income account that tracks all the interest income. A <a href="https://www.bookstime.com/articles/accounting-errors">error of commission</a> new entry for $200 has been posted to GL account 7005 as a Credit entry instead of being recorded as an income in GL account 7002 with a Debit entry.</p>
<div style='text-align:center'><iframe width='560' height='319' src='https://www.youtube.com/embed/lvP15gyMYzI' frameborder='0' alt='error of commission' allowfullscreen></iframe></div>
<h2>Build something your users truly want</h2>
<ul>
<li>Such errors emphasize the critical need for accuracy and attention to detail in pharmaceutical practices.</li>
<li>Debit the correct account and credit the incorrect account that has been wrongly debited.</li>
<li>The accounts and amounts are still correct, they’re just posted in the wrong direction.</li>
<li>The error would show on the accounts receivable subsidiary ledger, which contains all of the customers&rsquo; invoices and transactions.</li>
<li>In conclusion, commission errors can arise from a combination of cognitive biases, heuristics, and environmental factors.</li>
<li>If it is obvious that malpractice has occurred, the malpractice insurance company for the defendant will offer a settlement.</li>
<li>This is another accounting error where the transaction has been recorded at the correct amount; however, that transaction has been recorded on the wrong side.</li>
</ul>
<p>This means that two or more errors have occurred and those errors canceled each other; thus the total debits and credits remain the same. This is one of the accounting errors where transactions have been recorded in accordance with the double-entry at the correct amount. However, subsequently, such transactions are not in compliance or in accordance with the applicable rule or accounting principle or concept. A medical error of omission refers to an action not taken, such as failing to monitor a birthing patient. Medical errors in South Carolina are often classified in two ways—acts of  omission and commission—and either can qualify as malpractice in certain situations. Because these mistakes can arise from inaction or action, discovering the cause of your harm can be a complex process.</p>
<p><img data-recalc-dims="1" height="176" decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://i0.wp.com/www.bookstime.com/wp-content/uploads/2021/03/b38f78bc-736a-44b6-98b2-54dee8cd22b8-300x176.jpg?resize=300%2C176&#038;ssl=1" width="300" alt="error of commission"/></p>
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		<post-id xmlns="com-wordpress:feed-additions:1">1813</post-id>	</item>
		<item>
		<title>Certified Bookkeeper Minneapolis Community &#038; Technical College</title>
		<link>https://astecarchi.com/2022/08/10/certified-bookkeeper-minneapolis-community/</link>
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		<dc:creator><![CDATA[sinitech]]></dc:creator>
		<pubDate>Wed, 10 Aug 2022 14:37:52 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">http://astecarchi.com/?p=1455</guid>

					<description><![CDATA[As a small business owner, I don’t have a lot of time to spend on bookkeeping, but it’s essential to the success of my business. Outsource-Bookkeeper.com has taken the stress out of bookkeeping for me, providing a cost-effective and How to Invoice as a Freelancer reliable solution that allows me to focus on what I [&#8230;]]]></description>
										<content:encoded><![CDATA[<p><img data-recalc-dims="1" height="200" decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://i0.wp.com/www.bookstime.com/wp-content/uploads/2021/06/ae808d32-76ea-4c95-8380-8b6de32a4d5f-300x200.jpg?resize=300%2C200&#038;ssl=1" width="300" alt="bookkeeper minneapolis"/></p>
<p>As a small business owner, I don’t have a lot of time to spend on bookkeeping, but it’s essential to the success of my business. Outsource-Bookkeeper.com has taken the stress out of bookkeeping for me, providing a cost-effective and <a href="https://www.pinterest.com/pin/1129770256531230339/">How to Invoice as a Freelancer</a> reliable solution that allows me to focus on what I do best. Their team is responsive, efficient, and always willing to go the extra mile to help out. Technology has had a huge impact on the bookkeeping field.</p>
<p><img data-recalc-dims="1" decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://i0.wp.com/www.bookstime.com/wp-content/uploads/2021/08/d46b447b42.jpg?w=1080&#038;ssl=1"  alt="bookkeeper minneapolis"/></p>
<h2>Online Bookkeeping &amp; Accounting Services For Minneapolis, MN Businesses.</h2>
<p><img data-recalc-dims="1" decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://i0.wp.com/www.bookstime.com/wp-content/uploads/2021/08/62e8994f4e.jpg?w=1080&#038;ssl=1"  alt="bookkeeper minneapolis"/></p>
<p>Each month, your bookkeeper organizes your business transactions and prepares financial  statements. If they need anything from you, they’ll get in touch. Yes, our bookkeeping solutions are tailored to meet the specific needs of each client. We customize bookkeeping processes, reporting, and analysis based on the unique requirements of your business. We work with the help of market best software and sync up with your accounts to save time, improve accuracy, and keep your books up to date at all times.</p>
<p><img data-recalc-dims="1" decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://i0.wp.com/www.bookstime.com/wp-content/uploads/2021/08/cdc3ee2573.jpg?w=1080&#038;ssl=1"  alt="bookkeeper minneapolis"/></p>
<h2>Great Accuracy</h2>
<ul>
<li>With over 30 years in the business, we can confidently tell you that there are no small businesses that don’t benefit from working with a professional small business accounting firm.</li>
<li>Before we started working with them, our bookkeeping was a mess, and we were spending way too much time trying to keep up with it.</li>
<li>Outsource-Bookkeeper.com has been a game-changer for our business!</li>
<li>We work with the help of market best software and sync up with your accounts to save time, improve accuracy, and keep your books up to date at all times.</li>
<li>We take great pride in helping all our clients with all their tax needs.</li>
</ul>
<p>Your bookkeeping team consists of 3 professionally trained bookkeepers, including one senior bookkeeper who reviews all of your monthly statements and your Year End Financial package. Learn how to build, read, and use financial statements for your business so you can make more informed decisions. Easy-to-use templates and financial ratios provided.</p>
<h2>Trusted &amp; Loved by 1000’s Of Happy Clients</h2>
<div style='text-align:center'><iframe width='565' height='316' src='https://www.youtube.com/embed/JucMY-Zg1Bk' frameborder='0' alt='bookkeeper minneapolis' allowfullscreen></iframe></div>
<p>Whether you&rsquo;re interested in working with us, need an expert opinion &#8211; or just want to find out more about what we do, we&rsquo;d love to hear from you. We works well for any business wanting to streamline their back office. At Supporting Strategies, equality, and inclusion fuel our culture.</p>
<p>These reports provide insights into profitability, liquidity, and overall financial health. Our experts can guide you <a href="https://www.bookstime.com/bookkeeping-services/minneapolis">bookkeeping services minneapolis</a> on interpreting these reports and using the information to make informed business decisions. A balance sheet is a fundamental financial statement that provides a snapshot of a company&rsquo;s financial position  at a specific point in time.</p>
<p>It allows stakeholders, including investors, creditors, and management, to understand the organization&rsquo;s assets, liabilities, and equity. Bank reconciliation is a process that ensures the accuracy of a company&rsquo;s financial records by comparing them with bank statements. This helps identify any discrepancies, errors, or missing transactions. Our team can guide you through the bank reconciliation process, ensuring that your financial records align with your bank statements. This not only enhances accuracy but also strengthens internal controls, providing a clear and reliable financial picture for decision-making.</p>
<ul>
<li>To earn your AIPB Certified Bookkeeper designation, you must pass the AIPB certification exam and be able to submit proof of at least two years of full-time or 3,000 hours of part-time experience.</li>
<li>We try our best to keep you with the bookkeeping team you’re assigned when you come on board.</li>
<li>Our team is ready to learn about your business and guide you to the right solution.</li>
<li>Supporting Strategies
<li>If there’s any change in your bookkeeping team, we’ll let you know as soon as possible and make sure the transition is a smooth one.</li>
<li>Just as important is the peace of mind and increased focus our clients receive knowing that they have trusted advisors in their corner.</li>
</ul>
<p>They’ll bring your existing financials up to date and manage your books with accuracy. We can help with the initial setup of your company as well as provide the necessary help to take your business to the next level. Whether you are a seasoned business professional or new to the world of business our job is to help you to get from where you are <a href="https://www.google.com/search?q=unearned+revenue">unearned revenue</a> to where you would like to be. We take great pride in helping all our clients with all their tax needs.</p>
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		<post-id xmlns="com-wordpress:feed-additions:1">1455</post-id>	</item>
		<item>
		<title>Quick Guide to Account Balance: Definition and Examples</title>
		<link>https://astecarchi.com/2022/08/08/quick-guide-to-account-balance-definition-and-2/</link>
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		<dc:creator><![CDATA[sinitech]]></dc:creator>
		<pubDate>Mon, 08 Aug 2022 17:42:02 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://astecarchi.com/?p=1231</guid>

					<description><![CDATA[For some bank accounts, deposits may not clear in whole or in part immediately, and may take up to a few business days to show up in your account. In such situations, the bank will usually indicate to you the available balance and that unavailable amount that is waiting to clear. An account balance is [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>For some bank accounts, deposits may not clear in whole or in part immediately, and may take up to a few business days to show up in your account. In such situations, the bank will usually indicate to you the available balance and that unavailable amount that is waiting to clear. An account balance is the total amount of money available in a financial account at any given time. For a bank account, it includes deposits, withdrawals, and accrued interest. Account balances are regularly monitored to assess financial standing, track spending, and determine available funds or credit. Positive balances indicate funds available, while negative balances or debts imply liabilities that must be managed.</p>
<h2>Understanding Bank Fees And How To Avoid Them</h2>
<ul>
<li>Also, consider keeping some funds to cover any pending transactions that have not yet cleared.</li>
<li>On the opposite hand, when a utility buyer pays a bill or the utility corrects an overcharge, the shopper’s account is credited.</li>
<li>Understanding account balances also helps in managing liabilities like taxes and making informed financial decisions.</li>
<li>The concept of account balance extends to the total amount of money owed to a third-party lender such as a mortgage banker, credit issuer, or utility company.</li>
</ul>
<p>Keeping these balances in check informs strategic decisions and fosters financial health. In banking, the account balance is the amount of money you have available in your checking or savings account. Your account balance is the net amount available to you after all deposits and credits have been balanced with any charges <a href="https://accounting-services.net/whats-the-difference-between-my-account-balance/">an amount of money owed or available in an account</a> or debits. For credit cards, account balances represent the total debt owed at the start of the statement date and include any debt rolled over from previous months with interest charges.</p>
<p>In this example, subtract $125,000 from $200,000 to get $75,000 in cash. The changing balance can also be explained by the rise and fall of security prices in the market. The available balance is also used by financial analysts to monitor and evaluate various transactions. Explore the different types of savings accounts you can choose from and find the best type of savings account for you. While overdraft protection can be a useful tool to avoid financial inconveniences, it is important to note that it primarily relies on the Available Balance rather than the Account Balance. The bank will only transfer funds if your Available Balance is insufficient, even if your Account Balance shows a higher amount.</p>
<p>For financial accounts that have reccurring bills, such as a water bill, the account balance usually shows the amount owed. The total purchases, which are $440, and the amount of the item returned, constitute the account balance. From the amount, the net of the credits and debits is $440 minus $50, which gives an account balance of $390. While both balances show the funds in your account, knowing the difference between your current balance and available balance can help you make informed decisions about your budget. Here are a few of the spending habits that may cause a difference between your available balance and current balance.</p>
<h2>Why is tracking account balance important?</h2>
<p>Knowing your account balance helps you make informed financial decisions. Whether paying expenses or investing in business growth, a clear view of your funds ensures smoother cash flow and reduces the risk of overspending or incurring overdraft fees. The account balance is the current amount of money available in a particular account at any given time. However, expenses like utility bills, mortgage loans, or credit cards also have account balances.</p>
<h2>Why is it called a checking account?</h2>
<p>As per accounting standards, ABC Co. categorizes those balances under three headings. The matter of account balance extends beyond individual use to businesses and vendors who rely on accurate financial tracking for operations. Whether checking balances through traditional methods like tellers or using advanced browser-based tools, maintaining up-to-date financial information is essential. Editorial policies on financial websites often highlight the significance of keeping account balances secure and accessible. With proper financial planning and the use of certified banking services, users can avoid unexpected liabilities like overdraft fees and maintain a stable financial foundation. An account balance represents the available funds in a financial account, such as a checking, savings, or investment account.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="605px" alt="an amount of money owed or available in an account" 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"/></p>
<h2>The Difference Between Account Balance and Available Credit</h2>
<p>The more funds an entity receives in this account, the higher its account balance will be. However, this account balance does not only include any receipts in the bank account. The former, also known as the balance sheet, contains a list of account balances that companies accumulate over the years.</p>
<ul>
<li>Account balances aren’t just numbers; they’re the pulse points for your Key Performance Indicators (KPIs).</li>
<li>For instance, contra asset accounts accumulate credit balances rather than debit.</li>
<li>The Account Balance represents the total amount of funds in a bank account at a given point in time.</li>
<li>Debts can sometimes be considered negative account balances; for example, when there is an overdraft on a checking account.</li>
</ul>
<p>The amounts posted might be $100, $50, and $25, and a returned item that costs $10. The account balance includes purchases totaling $175 and items returned for $10. The net of the debits and credits is $165, or $175 minus $10, which is the account balance.</p>
<h2>Holds and Reservations</h2>
<p>Then there are savings accounts, the silent guardians of your future plans, encouraging a little restraint for that proverbial rainy day while providing a secure place to accumulate your funds. Don’t forget about brokerage accounts, which play the stock market game, where the balance swings like a pendulum with the market’s moods. Plus, credit card accounts show balances that remind you of past spending adventures — a toast to memories, perhaps, but also a nudge to pay down. If you rely on credit cards instead of debit cards, then the balances may stay the same for most of the month until you pay off a credit card. If you rely mainly on cash transactions or it’s a savings account with funds you don’t usually access, then that can also cause the balances to be the same. Your available balance is the amount in a bank account that can be taken out immediately, for things like debit card payments or withdrawals at an ATM.</p>
<h2>Quick Guide to Account Balance: Definition and Examples</h2>
<p>Adhering to best practices for maintaining accurate account balances is akin to following a treasure map; it leads to the gold of financial stability. Start by reconciling your accounts regularly to keep your records spotless. Implement a double-check system to catch any discrepancies or transposed numbers. Always record transactions as they occur, and don’t defer them, as this helps maintain a real-time view of your finances. With these practices, you ensure that the account balance you see is as trustworthy as a lighthouse guiding ships safely to shore. Therefore, account balance is the net amount available after balancing the ledger accounts.</p>
]]></content:encoded>
					
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			<slash:comments>0</slash:comments>
		
		
		<post-id xmlns="com-wordpress:feed-additions:1">1231</post-id>	</item>
		<item>
		<title>Short-Term Rental Bookkeeping: The Complete Guide for Airbnb &#038; VRBO Hosts</title>
		<link>https://astecarchi.com/2022/04/12/short-term-rental-bookkeeping-the-complete-guide/</link>
					<comments>https://astecarchi.com/2022/04/12/short-term-rental-bookkeeping-the-complete-guide/#respond</comments>
		
		<dc:creator><![CDATA[sinitech]]></dc:creator>
		<pubDate>Tue, 12 Apr 2022 10:44:46 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://astecarchi.com/?p=1811</guid>

					<description><![CDATA[The sheer volume of transactions can be overwhelming, especially when you’re managing multiple properties and trying to keep vacation rental transactions separate. A missed expense here or an bookkeeping for airbnb unrecorded income there can lead to inaccurate financial records, which can spell trouble come tax time. Airbnb accounting software helps you avoid these pitfalls [&#8230;]]]></description>
										<content:encoded><![CDATA[<p><img data-recalc-dims="1" decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://i0.wp.com/www.bookstime.com/wp-content/uploads/2021/08/5389edafd2.jpg?w=1080&#038;ssl=1"  alt="bookkeeping for airbnb"/></p>
<p>The sheer volume of transactions can be overwhelming, especially when you’re managing multiple properties and trying to keep vacation rental transactions separate. A missed expense here or an <a href="https://www.bookstime.com/blog/airbnb-accounting-and-bookkeeping">bookkeeping for airbnb</a> unrecorded income there can lead  to inaccurate financial records, which can spell trouble come tax time. Airbnb accounting software helps you avoid these pitfalls by automating income and expense tracking and ensuring your financial data is accurate and up-to-date at all times. Many Airbnb hosts make the mistake of calculating their income solely based on what&rsquo;s deposited into their bank accounts. However, this approach overlooks crucial financial aspects like expenses, withholding taxes, and deductions, including Airbnb service fees and refunds.</p>
<h2>Maintain records of personal and rental use of your vacation rental</h2>
<p>This helps prevent potential legal issues and ensures a smooth operation of the Airbnb hosting business. We&rsquo;ll manage your books, so you can spend more time delivering unforgettable stays. While all the solutions reviewed here are reputable, it’s always a good idea to do your homework and read reviews from other Airbnb hosts who have used the software. This can give you a sense of the software’s strengths and weaknesses, and help you make an informed decision.</p>
<div style='text-align:center'><iframe width='561' height='316' src='https://www.youtube.com/embed/KMDlb5T1_K4' frameborder='0' alt='bookkeeping for airbnb' allowfullscreen></iframe></div>
<h2>✅ Step 4: Use Accounting &amp; Property Management Software to Streamline Bookkeeping</h2>
<ul>
<li>It integrates Airbnb directly with QuickBooks or Xero accounting software and it handles all of my Airbnb reservation bookkeeping automatically.</li>
<li>For example, you can only deduct a portion of your utilities according to the percentage of floor space used by your Airbnb rental.</li>
<li>While the terms are often used interchangeably, bookkeeping is considered the foundational step in financial management, laying the groundwork for comprehensive accounting analysis and strategy.</li>
<li>Whether you’re hosting on Airbnb, VRBO, or your site, short-term rental bookkeeping is key to legal compliance, tax savings, and scalable success.</li>
</ul>
<p>Your weekly visit to Cava (maybe it’s just me) shouldn’t appear on your business bank statement unless it involves a business meeting. In the event <a href="https://en.wikipedia.org/wiki/QuickBooks">QuickBooks</a> of an audit or inquiry, well-maintained books serve as a comprehensive record of financial transactions. This documentation provides evidence of income, expenses, and compliance with tax laws. Tracking property-related expenses in bookkeeping helps hosts plan for routine maintenance and repairs. This proactive approach ensures that hosts can address issues promptly, enhancing the overall guest experience.</p>
<p><img data-recalc-dims="1" height="175" decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://i0.wp.com/www.bookstime.com/wp-content/uploads/2020/07/e-invoicing-article-photo-1110x592-1-300x175.png?resize=300%2C175&#038;ssl=1" width="300" alt="bookkeeping for airbnb"/></p>
<h2>More from Hosting</h2>
<ul>
<li>Failure to do so can result in penalties and fines, making accurate bookkeeping an absolute necessity.</li>
<li>First is the Single Property Spreadsheet which is ideal for hosts with just the one property.</li>
<li>Home improvements refer to significant upgrades that add value to your property, such as remodeling a bathroom or renovating the kitchen.</li>
<li>It’s crucial to make a well-informed decision regarding the accounting method from the outset because once you declare your choice to the IRS, changing it in the future becomes challenging.</li>
<li>Unlike traditional businesses, Airbnb hosts can take advantage of many deductions that are unique to a home-based business operating in the hospitality industry.</li>
</ul>
<p>You should have a reliable system in place for tracking expenses well before you open your properties to guests. By that, I mean such things as cleaning fees, service fees, payment total and so on. In addition to that, you may wish to track the total guests and their names, plus total nights.</p>
<p><img data-recalc-dims="1" decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://i0.wp.com/www.bookstime.com/wp-content/uploads/2021/09/cde6e10a-263f-4c39-842b-fb703e30d1e9.jpg?w=1080&#038;ssl=1"  alt="bookkeeping for airbnb"/></p>
<h2>Why Are Bookkeeping and Accounting Important for Vacation Rental Businesses?</h2>
<p>Software solutions allow you to make a few entries, scan in your receipts, and do the calculations for you. As a result, hosting is best described as a home-based business hospitality industry. It’s a unique business model, making finding the right bookkeeping solutions even more important. One of the <a href="https://www.bookstime.com/">https://www.bookstime.com/</a> most important considerations for bookkeeping in the Airbnb business is reporting revenues. You can also deduct many expenses that you could not do if you were operating a different type of business that  was not located in your home.</p>
<p><img data-recalc-dims="1" height="300" decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://i0.wp.com/www.bookstime.com/wp-content/uploads/2021/12/accounting-in-chicago-bookkeeping-and-tax-services-1-scaled-1-400x300.jpg?resize=400%2C300&#038;ssl=1" width="400" alt="bookkeeping for airbnb"/></p>
<p>It’s not just about picking the software with the most features or the lowest price. It’s about finding the software that fits your business model, meets your specific needs, and helps you achieve your business goals. It’s about finding a tool that simplifies your accounting processes, gives you insights into your financial health, and, ultimately, helps you grow your Airbnb business. While the specifications don’t specify any cons, it’s safe to assume that like any Airbnb management software, AppFolio might have areas where it could improve.</p>
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		<title>Download Accounts Payable Excel Template</title>
		<link>https://astecarchi.com/2021/08/16/download-accounts-payable-excel-template-2/</link>
					<comments>https://astecarchi.com/2021/08/16/download-accounts-payable-excel-template-2/#respond</comments>
		
		<dc:creator><![CDATA[sinitech]]></dc:creator>
		<pubDate>Mon, 16 Aug 2021 07:40:09 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">http://astecarchi.com/?p=1229</guid>

					<description><![CDATA[Our accounts payable template was carefully created to include all the necessary components you need with embedded formulas to automatic calculations. You can also customize it to fit your firm’s needs and share it with your team members. To initiate debit balance recovery, communication with the vendor regarding excess payments is essential. Settlements can be [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>Our accounts payable template was carefully created to include all the necessary components you need with embedded formulas to automatic calculations. You can also customize it to fit your firm’s needs and share it with your team members. To initiate debit balance recovery, communication with the vendor regarding excess payments is essential. Settlements can be made through cash or bank transfers or adjusted against future invoices.</p>
<ul>
<li>Users can easily download the template and begin utilizing it by entering their company details.</li>
<li>You can also customize it to fit your firm’s needs and share it with your team members.</li>
<li>If no further transactions occur with that vendor and recovery proves unsuccessful, it may be necessary to write off this balance.</li>
<li>This template facilitates the efficient recording of payable invoices in a single sheet, streamlining the accounts payable process.</li>
</ul>
<h2>Difference between account payable and bills payable?</h2>
<p>If no further transactions occur with that vendor and recovery proves unsuccessful, it may be necessary to write off this balance. In simpler terms, an accounts payable <a href="https://www.personal-accounting.org/a-free-accounts-payable-template-excel-google/">accounts payable template excel free</a> ledger contains a detailed list of suppliers along with pertinent information such as invoice numbers, invoice dates, payment dates, and outstanding balances. This organized record-keeping is essential for maintaining financial accuracy and ensuring timely payments.</p>
<p>I have worked in Excel and like to share functional excel templates at ExcelDataPro. Accounts payable includes a collection of short-term credits extended by creditors/vendors. Additionally, it encompasses internal business expenses such as employee travel reimbursements and petty cash transactions. Accounts Payable encompasses unsettled invoices owed by an organization to its suppliers. In contrast, Bills Payable refers to accepted and paid recorded bills within an organization’s financial records.</p>
<h2>Accounting Templates</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="602px" alt="accounts payable template excel free" 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"/></p>
<p>Users can input invoices directly into the template, which will automatically calculate outstanding amounts for each invoice. In addition to the above, the accounts payable department verifies purchases, aging analysis reports apart from vendor management. Managing your accounts payable can be a time-consuming task, especially if you’re tracking everything manually. An Accounts Payable Excel Template can help you streamline the process and stay organized.</p>
<h2>What is a debit balance recovery?</h2>
<ul>
<li>A cloud-based solution that makes it easy for accounting firms to manage client work, collaborate with staff, and hit their deadlines.</li>
<li>Settlements can be made through cash or bank transfers or adjusted against future invoices.</li>
<li>Additionally, the template includes a payment section that provides visibility into the outstanding amounts owed to suppliers for each invoice.</li>
</ul>
<p>It is distinct from notes payable liabilities, which are debts created by formal legal instrument documents. In the case of a regular vendor, the Vendor account will be debited instead of purchase. Furthermore, this department handles payments for annual maintenance contracts (AMCs) and other operational expenses necessary for the seamless functioning of the business. In the case of a regular vendor, the Vendor account will be debited instead of Accounts Payable.</p>
<h2>Vendor Details</h2>
<p>You can easily adapt it to address the unique needs of each client’s accounts payable. You can download other accounting templates like Cash Book, Petty Cash Book, and Purchase Return Book. Additionally, it is also responsible for distributing internal payments such as reimbursements, controlling, petty cash, and distribution of corporate taxes. Accounts payable is money owed by a business to its suppliers shown as a liability on a company’s balance sheet.</p>
<h2>What is a Non-PO Invoice?</h2>
<p>A cloud-based solution that makes it easy for accounting firms to manage client work, collaborate with staff, and hit their deadlines. Date, Invoice number, Supplier name, Amount of Bill, payment 1, and payment 2 and their respective date are details to be put while entering data.</p>
<h2>How our Free Accounts Payable Excel Template will Help You</h2>
<p>A debit balance occurs when a buyer overpays without any pending invoices from a supplier/vendor. The template promotes standardized procedures, reducing training time for new team members and ensuring consistency in cash flow management. As your client base grows and you hire more hands, you’ll need a standardized, efficient, and fast way of managing accounts payable for your clients. We have developed a straightforward and efficient Accounts Payable Template equipped with predefined formulas and functions.</p>
<h2>Journal Entries For Purchase Return</h2>
<p>Additionally, the template includes a payment section that provides visibility into the outstanding amounts owed to suppliers for each invoice. This feature is crucial for effective cash flow management and helps businesses maintain good relationships with their vendors. Yes, our accounts payable template is comprehensive with formulas to help you automatically calculate your accounts payable. The Accounts Payable Template is a comprehensive and user-friendly tool available in Excel, Google Sheets, and Open Office Calc. This template facilitates the efficient recording of payable invoices in a single sheet, streamlining the accounts payable process. Users can easily download the template and begin utilizing it by entering their company details.</p>
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