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		<title>How to Calculate CPLTD Current Portion of Long-Term Debt</title>
		<link>https://pureloveworship.com/how-to-calculate-cpltd-current-portion-of-long/</link>
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		<dc:creator><![CDATA[caroona]]></dc:creator>
		<pubDate>Wed, 19 Jul 2023 12:49:17 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
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					<description><![CDATA[These types of loans arise on a business&#8217;s balance sheet when the company needs quick financing in order to fund working capital needs. It&#8217;s also known as a &#8220;bank plug,&#8221; because a short-term loan is often used to fill a gap between longer financing options. The current portion of long-term debt (CPLTD) is the amount &#8230;<p class="read-more"> <a class="" href="https://pureloveworship.com/how-to-calculate-cpltd-current-portion-of-long/"> <span class="screen-reader-text">How to Calculate CPLTD Current Portion of Long-Term Debt</span> Read More &#187;</a></p>]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://adprun.net/wp-content/uploads/2021/03/image-4LlJRKaFUwt37E1v-360x270.jpeg" width="456px" alt="current portion long term debt"/></p>
<p>These types of loans arise on a business&#8217;s balance sheet when the company needs quick financing in order to fund working capital needs. It&#8217;s also known as a &#8220;bank plug,&#8221; because a short-term loan is often used to fill a gap between longer financing options. The current portion of long-term debt (CPLTD) is the amount of unpaid principal from long-term debt that has accrued in a company’s normal operating cycle (typically less than 12&nbsp;months). It is considered a current liability because it has to be paid within that period. Debt finance comes from third parties that do not include a company’s equity holders.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://adprun.net/wp-content/uploads/2021/03/image-2CmFhnR5pNGB7Ult-360x270.jpeg" width="455px" alt="current portion long term debt"/></p>
<p>Interested parties compare this amount to the company&#8217;s current cash and cash equivalents to measure whether the company is actually able to make its payments as they come due. A company with a high amount in its CPLTD and a relatively small cash position has a higher risk of default, or not paying back its debts on time. As a result, lenders may decide not to offer the company more credit, and investors may sell their shares. As mentioned above, the current portion of long-term debt does not affect the cash flow statement. Similarly, its non-current portion does not warrant a different treatment.</p>
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<p>The short/current long-term debt is a separate line item on a balance sheet account. It outlines the total amount of debt that must be paid within the current year—within the next 12 months. Both creditors&nbsp;and&nbsp;investors&nbsp;use this item to determine whether a company is&nbsp;liquid enough to pay off its short-term obligations. Overall, the current portion of long-term debt does not affect the cash flow statement. Companies report any cash transactions related to that debt as a whole.</p>
<p>To address questions raised about applying these amendments to debt with covenants, the IASB Board published further proposals, including to defer the effective date of the 2020 amendments to January 1, 2024. The proposed amendments would require that only covenants with which a debtor must comply on or before the reporting date would affect the liability’s classification. Covenants which a debtor must comply within 12 months from the reporting date would not affect classification of a liability as current or noncurrent. Instead, debtors would present separately, and disclose information about, noncurrent liabilities subject to such covenants. These proposals are being redeliberated, with final amendments expected to be issued in the last quarter of 2022.</p>
<h2>Long Term Debt Ratio Calculator</h2>
<p>For example, if the company has to pay $20,000 in payments for the year, the long-term debt amount decreases, and the CPLTD amount increases on the balance sheet for that amount. As the company pays down the debt each month, it decreases CPLTD with a debit and decreases cash with a credit. The current portion of long-term debt (CPLTD) refers to the section of a company&#8217;s balance sheet that records the total amount of long-term debt that must be paid within the current year. For example, if a company owes a total of $100,000, and $20,000 of it is due and must be paid off in the current year, it records $80,000 as long-term debt and $20,000 as CPLTD. The primary transaction that initiates the process is the company receiving funds from a lender. Once companies obtain that finance, they must pay interest to the lender.</p>
<p>Grant Gullekson is a CPA with over a decade of experience working with small owner/operated corporations, entrepreneurs, and tradespeople. He specializes in transitioning traditional bookkeeping into an efficient online platform that makes preparing financial statements and filing tax returns a breeze. In his freetime, you’ll find Grant hiking and sailing in beautiful British Columbia. It’s important to note that while debt can be beneficial, taking on too much debt can harm a company. Any form of debt creates financial leverage for businesses, raising both the risk and the anticipated return on the company’s equity capital. The value of the LTD will migrate to the current liabilities area of the balance sheet.</p>
<h2>Is CPLTD principal only?</h2>
<p>The U.S. Treasury is one of the many governments that issue both short- and long-term debt securities. Treasury and have maturities of two, three, five, seven, ten, twenty, and thirty years. For example,&nbsp;startup&nbsp;ventures require substantial funds to get off the ground. This debt can take the form of promissory notes and serve to pay for startup costs such as payroll, development, <a href="https://adprun.net/what-is-a-good-asset-turnover-ratio/">what is a good asset turnover ratio</a> IP legal fees, equipment, and marketing. Accounts payable are a company&#8217;s borrowings that it has to pay within one year, whereas the current portion of long-term debt is that of long-term debt that is due in one year. This division between long-term debt and CPLTD helps in understanding the company precisely for the stakeholders interested in the liquidity of the company.</p>
<p>The balance sheet below shows that the CPLTD for ABC Co. as of March&nbsp;31,&nbsp;2012, was $5,000. As this is a relatively small amount, it is likely the company is making payments as scheduled. The schedule of payments would be included in the notes to the financial statements. Companies and investors have a variety of considerations when both issuing and investing in long-term debt. For investors, long-term debt is classified as simply debt that matures in more than one year. There are a variety of long-term investments an investor can choose from.</p>
<ul>
<li>The former is the result of actions undertaken to raise funding to grow the business, while the latter is the byproduct of obligations arising from normal business operations.</li>
<li>On top of that, treating it under cash flows from operating activities does not represent an accurate treatment.</li>
<li>It does not constitute a separate item as with other titles under current liabilities.</li>
<li>Any debt due to be paid off at some point after the next 12 months is held in the long-term debt account.</li>
<li>Similarly, companies also report the interest payments related to the long-term debt under the same section.</li>
<li>Usually, this finance comes from equity holders, which constitutes equity finance.</li>
</ul>
<p>Interest on debt is a business expense that lowers a company’s net taxable income but also reduces the income achieved on the bottom line and can reduce a company’s ability to pay its liabilities overall. Debt capital expense efficiency on the income statement is often analyzed by comparing gross profit margin, operating profit margin, and net profit margin. When a company issues debt with a maturity of more than one year, the accounting becomes more complex.</p>
<h2>Example of Short/Current Long-Term Account</h2>
<p>The value of the short-term debt account is very important when determining a company&#8217;s performance. Simply put, the higher the debt to equity ratio, the greater the concern about company liquidity. If the account is larger than the company&#8217;s cash and cash equivalents, this suggests that the company may be in poor financial health and does not have enough cash to pay off its impending obligations. When companies take on any kind of debt, they are creating financial leverage,  which increases both the risk and the expected return on the company’s equity. Owners and managers of businesses will often use leverage to finance the purchase of assets, as it is cheaper than equity and does not dilute their percentage of ownership in the company.</p>
<ul>
<li>If the debt agreement is routinely extended, the balloon payment is never due within one year, and so is never classified as a current liability.</li>
<li>Usually, it consists of the interest that companies charge on the underlying loan or debt.</li>
<li>On the other hand, buying long-term debt involves investing in debt securities having maturities longer than a year.</li>
<li>Long-term liabilities are those of a company whose payment must be made over more than one year.</li>
</ul>
<p>Companies generally classify liabilities as long-term or short-term liabilities. Those payments that the company has to make within the current year are known as current liabilities. In the notes to the financial statements the net  amount of long term debt shown in the balance sheet would be explained as follows. The current portion of this long term debt is the amount of principal which would be repaid in one year from the balance sheet date (i.e the amount which will be repaid in year 2). This is the current portion of the long term debt at the end of year 1. Normally financial analysts utilize the current portion of the long-term debt using the debt schedule because that has all the relevant information about assessing the portion of the debt the company owes.</p>
<p>Get instant access to lessons taught by experienced private equity pros and bulge bracket investment bankers including financial statement modeling, DCF, M&amp;A, LBO, Comps and Excel Modeling. The companies having high amounts of fixed assets and long-term debt have a high CPLTD and often look like they have a working capital crunch; these companies can also sometimes report a negative working capital. If the current portion of long-term debt is higher than or marginally equal to the cash and cash equivalents present within the company, then the risk profile is considered high. The example above shows that the current portion of the long-term debt is classified as a Current Liability because 10% of the total loan amount is supposed to be payable in the coming year. They can reasonably estimate their liquidity position in the short term and their ability to pay these relevant. Short term debt should be kept off — otherwise it is the capitalization ratio, or “total debt to assets” that is calculated, instead of the long term debt ratio.</p>
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<h3>Prestige Consumer Healthcare Inc. Reports First Quarter Fiscal &#8230; &#8211; GlobeNewswire</h3>
<p>Prestige Consumer Healthcare Inc. Reports First Quarter Fiscal &#8230;.</p>
<p>Posted: Thu, 03 Aug 2023 10:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMikgFodHRwczovL3d3dy5nbG9iZW5ld3N3aXJlLmNvbS9uZXdzLXJlbGVhc2UvMjAyMy8wOC8wMy8yNzE3NzM3LzAvZW4vUHJlc3RpZ2UtQ29uc3VtZXItSGVhbHRoY2FyZS1JbmMtUmVwb3J0cy1GaXJzdC1RdWFydGVyLUZpc2NhbC0yMDI0LVJlc3VsdHMuaHRtbNIBAA?oc=5' rel="nofollow">source</a>]</p>
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<p>This can be anywhere from two years, to five years, ten years, or even thirty years. The current portion of long-term debt is the amount of principal and interest of the total debt that is due to be paid within one year’s time. Now, if the company needs to make payments of $25,000 for a particular year, then it would debit a long-term debt account and credit the CPLTD account. In certain cases, long-term debt can be automatically converted into current debt.</p>
<p>For example, if a company has a bank loan of $50,000 that requires monthly interest and principal payments, the next 12 monthly principal payments will be the current portion of the long-term debt. That amount is reported as a current liability and the remaining principal amount is reported as a long-term liability. In general, on the balance sheet, any cash inflows related to a long-term debt instrument will be reported as a debit to cash assets and a credit to the debt instrument. When a company receives the full principal for a long-term debt instrument, it is reported as a debit to cash and a credit to a long-term debt instrument. As a company pays back the debt, its short-term obligations will be notated each year with a debit to liabilities and a credit to assets.</p>
<p>This finance falls under current liabilities and gets repaid to the lender within a year. CPLTD means that part of non-current liability will mature or be due within one year. For example, suppose the company borrows $ 1,000,000 for a period of 10 years, so $ 1,000,000 is shown as Long term liability on the liability side of the balance sheet. The current portion of long-term debt is a amount of principal that will be due for payment within one year of the balance sheet date. This line item is closely followed by creditors, lenders, and investors, who want to know if a company has sufficient liquidity to pay off its short-term obligations. If there do not appear to be a sufficient amount of current assets to pay off short-term obligations, creditors and lenders may cut off credit, and investors may sell their shares in the company.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://adprun.net/wp-content/uploads/2021/03/image-sbp8qKOL05ouv9HW-208x270.jpeg" width="453px" alt="current portion long term debt"/></p>
<p>Once they do so, they can reclassify the amount under cash flows from operating activities. After removing non-cash items from operating activities, companies must adjust other amounts. These amounts include the difference between various items within current assets and liabilities. Corporate bonds have higher default risks than Treasuries and municipals. Like governments and municipalities, corporations receive ratings from rating agencies that provide transparency about their risks.</p>
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		<title>Solvency vs  liquidity. A decomposition of European banks&#8217; credit risk over the business cycle</title>
		<link>https://pureloveworship.com/solvency-vs-liquidity-a-decomposition-of-european/</link>
					<comments>https://pureloveworship.com/solvency-vs-liquidity-a-decomposition-of-european/#respond</comments>
		
		<dc:creator><![CDATA[caroona]]></dc:creator>
		<pubDate>Fri, 30 Dec 2022 10:59:31 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://pureloveworship.com/?p=3813</guid>

					<description><![CDATA[Improve your business credit history through tradeline reporting, know your borrowing power from your credit details, and access the best funding – only at Nav. Working with an adviser may come with potential downsides such as payment of fees (which will reduce returns). There are Solvency vs liquidity no guarantees that working with an adviser &#8230;<p class="read-more"> <a class="" href="https://pureloveworship.com/solvency-vs-liquidity-a-decomposition-of-european/"> <span class="screen-reader-text">Solvency vs  liquidity. A decomposition of European banks&#8217; credit risk over the business cycle</span> Read More &#187;</a></p>]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://online-accounting.net/wp-content/uploads/2020/10/image-dEkcsWKMJNmSwzq5.png" width="454px" alt="Solvency vs liquidity"/></p>
<p>Improve your business credit history through tradeline reporting, know your borrowing power from your credit details, and access the best funding – only at Nav. Working with an adviser may come with potential downsides such as payment of fees (which will reduce returns). There are <a href="https://online-accounting.net/solvency-vs-liquidity-solvency-vs-liquidity-what/">Solvency vs liquidity</a> no guarantees that working with an adviser will yield positive returns. The existence of a fiduciary duty does not prevent the rise of potential conflicts of interest. We do not manage client funds or hold custody of assets, we help users connect with relevant financial advisors.</p>
<div style='border: black dotted 3px;padding: 12px;'>
<h3>Analysis: Refreshed Solvency II reform aims to boost green transition &#8211; IPE.com</h3>
<p>Analysis: Refreshed Solvency II reform aims to boost green transition.</p>
<p>Posted: Mon, 24 Jul 2023 07:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMibmh0dHBzOi8vd3d3LmlwZS5jb20vbmV3cy9hbmFseXNpcy1yZWZyZXNoZWQtc29sdmVuY3ktaWktcmVmb3JtLWFpbXMtdG8tYm9vc3QtZ3JlZW4tdHJhbnNpdGlvbi8xMDA2Nzk1Ny5hcnRpY2xl0gEA?oc=5' rel="nofollow">source</a>]</p>
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<p>This ratio tells us the average length of time a sale on AR takes to turn into cash. While there are credit card fees, the speed of cash flow, avoidance of bad debts, added convenience to customers, and ease of transactions make it worthwhile. This paper provides evidence for the procyclicality of banks&#8217; credit risk by investigating the historical resilience of several European banking sectors before and after the 2008 banking crisis.</p>
<h2>What are the differences between solvency and liquidity?</h2>
<p>One point that&#8217;s not often (enough) made is that liquidity crises and insolvency are more similar than they are different. If the value loss is KNOWN to be temporary, because the long-term securities are truly safe, and &#8220;temporary&#8221; is on the order of a few &nbsp;months to maybe a year (again, with guarantees of payout), then it&#8217;s liquidity. If it&#8217;s longer-term than that, or there&#8217;s a real chance that it&#8217;ll NEVER pay out in full, it&#8217;s solvency. It seems like this rule will always lead to situations like this (although usually at smaller scales, hopefully). I can understand if banks don&#8217;t know what their assets are worth, but t-bonds have a known price. On the other hand, if you&#8217;re a professional CFO making decisions for a corporate business, you deal with your bank all the time.</p>
<div style='text-align:center'><iframe width='561' height='311' src='https://www.youtube.com/embed/04_224fzY2Y' frameborder='0' alt='Solvency vs liquidity' allowfullscreen></iframe></div>
<p>The government is taking on a fairly large credit risk in exchange for basically nothing here. The current ratio is not a good indicator of the long-term solvency of a business, since it is only used to compare short-term assets and short-term liabilities. Solvency ratios are a sign of creditworthiness to the lenders and creditors of the company.</p>
<p>Solvency ratios allow you to discern the ability of a business to remain solvent over the long term. They provide this insight by comparing different elements of an organization&#8217;s financial statements. Solvency ratios are commonly used by lenders and in-house credit departments to determine the ability of customers to pay back their debts. It is especially useful to track solvency ratios on a trend line, to see if the ability of a business to pay back its debts is declining.</p>
<h2>Quick Ratio Calculator</h2>
<p>A highly liquid business typically possesses large amounts of cash-equivalent assets which can be converted per necessity. The Quick Ratio is a short-term liquidity measurement that excludes inventory from quick assets available, but inventory is included in the Current Ratio. The cash ratio is a much stricter way to measure liquidity than the current ratio. Instead of comparing all current assets to current liability, it uses only cash and cash-equivalent assets. Cash-equivalents are investments that have a maturity date of three months or less, such as short-term certificates of deposit.</p>
<p>With solvency, you’re assessing how well the company can continue operating into the future. With liquidity, you’re assessing how well the company can run its operations in the short term. A liquidity crisis can arise even at healthy companies if circumstances come about that make it difficult for them to meet short-term obligations such as repaying their loans and paying their employees. The interest coverage ratio measures the company&#8217;s ability to meet the interest expense on its debt, which is equivalent to its earnings before interest and taxes (EBIT). The higher the ratio, the better the company&#8217;s ability to cover its interest expense.</p>
<p>Solvency risk means that, even though its properties are disposed of, a business would not meet its financial obligations because they are due on maximum valuation. An entirely insolvent corporation cannot pay its obligations and is compelled to go bankrupt. Investors can look at all its financial statements to ensure the company is solvent and efficient.</p>
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<h3>Learn With ETMarkets: Solvency vs Liquidity: Understanding the differences and importance &#8211; The Economic Times</h3>
<p>Learn With ETMarkets: Solvency vs Liquidity: Understanding the differences and importance.</p>
<p>Posted: Mon, 01 May 2023 07:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMioAFodHRwczovL20uZWNvbm9taWN0aW1lcy5jb20vbWFya2V0cy9zdG9ja3MvbmV3cy9sZWFybi13aXRoLWV0bWFya2V0cy1zb2x2ZW5jeS12cy1saXF1aWRpdHktdW5kZXJzdGFuZGluZy10aGUtZGlmZmVyZW5jZXMtYW5kLWltcG9ydGFuY2UvYXJ0aWNsZXNob3cvOTk5MDc2MTguY21z0gGkAWh0dHBzOi8vbS5lY29ub21pY3RpbWVzLmNvbS9tYXJrZXRzL3N0b2Nrcy9uZXdzL2xlYXJuLXdpdGgtZXRtYXJrZXRzLXNvbHZlbmN5LXZzLWxpcXVpZGl0eS11bmRlcnN0YW5kaW5nLXRoZS1kaWZmZXJlbmNlcy1hbmQtaW1wb3J0YW5jZS9hbXBfYXJ0aWNsZXNob3cvOTk5MDc2MTguY21z?oc=5' rel="nofollow">source</a>]</p>
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<p>This gives you a measure of the firm’s overall liquidity, meaning how a firm can respond to financial needs over the next 12 months. The current ratio is often a preferred measure of liquidity because short of financial collapse it’s relatively rare for a company to need cash in 24 hours or less. Solvency and liquidity are related, but very distinct, terms that are valuable to investors. When a company is solvent, it means the company has the ability to pay its debts and liabilities over the long run. When a company is liquid, this means the company has significant cash on hand to pay short-term debts or the ability to get cash quickly.</p>
<p>Liquidity refers to the firm’s ability to meet its short-term financial obligations or how quickly it can convert its current assets into cash. Assets such as inventory, receivables, equipment, vehicles, and real estate aren’t considered liquid as they can take months to convert to cash. Solvency refers to the firm’s ability to meet its long-term financial obligations. One of the primary objectives of any business is to have enough assets to cover its liabilities.</p>
<h2>Russell 2000 Futures</h2>
<p>For a layman, liquidity and solvency are one and the same, but there exists a fine line of difference between these two. So, take a glance at the article provided to you, to have a clear understanding of the two. Calculate the approximate cash flow generated by business by adding the after-tax business income to all the non-cash expenses. A comparison of financial ratios for two or more companies would only be meaningful if they operate in the same industry. Solvency and liquidity are both terms that refer to an enterprise&#8217;s state of financial health, but with some notable differences.</p>
<p>On the other hand, businesses with little equipment expense, such as many tech startups, generally try to keep their debt-to-equity ratios under 2. The lower your debt-to-asset ratio, the less risky you’ll look to bankers, investors, and the like. After all, if your assets are substantial compared with your liabilities, in a worst-case scenario you can sell some assets to cover those liabilities. This blog will explore the various aspects of solvency vs liquidity ratios and how to measure and interpret them. Understanding a business’s solvency and liquidity is crucial for investors, analysts, and business owners to make informed decisions and identify potential financial risks.</p>
<h2>Current Ratio</h2>
<p>Equipment you can sell, stocks, bonds or other similar assets that can be sold (like a luxury car) would all be considered liquid assets. Although fundamentally different, liquidity and solvency are both connected to the ability of an organization to meet its debt obligations on time and in a way that doesn’t lead to unmanageable losses. Companies put short-term strategies into place to maintain liquidity and long-term strategies for solvency. If the firm has more assets and cash flow than overall debt, it is solvent. If the firm has enough cash and cash-like assets to pay its bills over the next 12 months, it is liquid.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="459px" alt="Solvency vs liquidity"/></p>
<p>If people had learned to read bank reports, I&#8217;d expect to read more comments on this, instead of the last three pieces I read that basically just said SVB had too much gov bonds. I&#8217;m usually astonished w how seldom investors and supervisors read the fine print in annual reports. Unless GPT-like automated report-readers step in (or maybe precisely because humans will leave this boring details to machines), we&#8217;ll see it happen again. Another way of looking at it is that if there was no subsidy, this would be unneccessary because banks could  get this loan from someone else. That said, the (separate) Fed bailout for not-officially-failed banks&#8230; That said, the (separate) Fed bailout for not-officially-failed banks is likely preventing banks that don&#8217;t experience runs from correcting properly.</p>
<h2>Accounts Receivable Days Sales Outstanding</h2>
<p>I am reasonably confused about the BTFP commentary that I&#8217;ve read suggesting it&#8217;s equivalent to a bailout. My reading of the terms is that it&#8217;s basically the Fed offering to lend you $100 at (1yr) SOFR+10bp collateralized by (let&#8217;s say) $75 face value of Treasurys, with general recourse. Even if you offered to sell them the bank for the price of one Snickers bar, on the condition that they put in the $1,500 to make it whole, that&#8217;s still a worse deal for them than them buying into GB Bank. But, if your moral suasion and willingness to pay the seventeenth withdrawal stops the eighteenth and subsequent, then you, like George Bailey, can stop the run on your bank. “Liquidity” and “solvency” are words that every small business owner should understand.</p>
<ul>
<li>On page 125, in the notes, you get $15.2 billion of unrealized losses on the HTM securities portfolio.</li>
<li>Pilot is a provider of back-office services, including bookkeeping, controller services, and CFO services.</li>
<li>And the whole world will care a lot more about this term in bank reports, basically forever.</li>
<li>A high debt to equity ratio is especially dangerous when an organization’s cash flows are variable, as is the case with a start-up business or one that operates within a highly competitive industry.</li>
</ul>
<p>Different businesses have differing rates so the trend is what needs to be monitored. While there are many ratios that a company can consider in analyzing the financial statements, one of the most vital is current liquidity. If you need  a fast financial fix and haven’t had any luck with raising capital, selling some of your assets might be the best course of action. Choose assets that aren’t central to your business activities, preferably ones that you’ve financed. The latter means that getting rid of the asset will also get rid of some of your liabilities. An excessive current ratio means that a company is sitting on its cash rather than using it for growth.</p>
<p>Thus, a business can appear to be quite liquid, and yet proves to be insolvent over the long term. This situation can arise when a business has just received a large payment from a customer, but has such a poor sales backlog that it will not be able to continue generating positive cash flow over the long term. The reverse situation can also arise, where a business is not especially liquid over the short term, and yet is highly solvent when viewed over a longer period of time.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="455px" alt="Solvency vs liquidity"/></p>
<p>It provides a decomposition of banks&#8217; probabilities of default between a solvency and a liquidity component. The results show a gradual build-up of fragilities before 2008 in most countries. Increased probabilities of default are shown to be mainly driven by a surge in liquidity risk, even when shocks of relatively low magnitude are imposed on the system.</p>
<div style='text-align:center'><iframe width='569' height='313' src='https://www.youtube.com/embed/hxTGxUfjrbQ' frameborder='0' alt='Solvency vs liquidity' allowfullscreen></iframe></div>
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		<title>QuickBooks vs  YNAB Comparison</title>
		<link>https://pureloveworship.com/quickbooks-vs-ynab-comparison/</link>
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		<dc:creator><![CDATA[caroona]]></dc:creator>
		<pubDate>Tue, 12 Apr 2022 07:07:39 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://pureloveworship.com/?p=3796</guid>

					<description><![CDATA[Content Convert to Xero, Kashoo, Zoho, YNAB, AceMoney &#038; Others &#8211; pdf to ofx, qif to ofx, csv to ofx Support Standout Features: YNAB vs. Quicken What is the Difference Between Quicken and Mint? NOOD REVIEWS Quicken vs. QuickBooks: Deciding factors Personal finance is a popular niche for software-as-a-service (SaaS), so Quicken has seen the rise of &#8230;<p class="read-more"> <a class="" href="https://pureloveworship.com/quickbooks-vs-ynab-comparison/"> <span class="screen-reader-text">QuickBooks vs  YNAB Comparison</span> Read More &#187;</a></p>]]></description>
										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Convert to Xero, Kashoo, Zoho, YNAB, AceMoney &#038; Others &#8211; pdf to ofx, qif to ofx, csv to ofx</a></li>
<li><a href="#toc-1">Support</a></li>
<li><a href="#toc-2">Standout Features: YNAB vs. Quicken</a></li>
<li><a href="#toc-3">What is the Difference Between Quicken and Mint?</a></li>
<li><a href="#toc-7">NOOD REVIEWS</a></li>
<li><a href="#toc-8">Quicken vs. QuickBooks: Deciding factors</a></li>
</ul>
</div>
<p>Personal finance is a popular niche for software-as-a-service (SaaS), so Quicken has seen the rise of many competitors over the past 10 years. A true alternative to Quicken gives individuals the ability to manage finances in a single place by helping them manage their budget and control expenses. Some of the most popular Quicken alternatives include You Need a Budget (YNAB), Personal Capital, Mint, and Tiller. We believe everyone should be able to make financial decisions with confidence. With this method of budgeting, you won’t have a clever app to remind you to stay on top of things. If you happen to spend more on dining out than expected, either adjust your behavior or update your budget for the following month.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://kelleysbookkeeping.com/wp-content/uploads/2022/02/the-direct-write-off-method-3f53-300x229.jpg" width="252px" alt="Nynab Vs Quickbooks Online"/></p>
<p>The cost, equivalent to the proverbial cup of coffee each month, isn’t too onerous. Although cheaper than YNAB, Simplifi costs $6 a month or $48 annually. We think that’s reasonable, but it’s certainly more than the $0 that Mint costs. But we don’t recommend using Mint; if you don’t want to (or can’t afford to) pay for a budgeting tool, skip down to our section on how to make a budget on your own for free. Intuit, the company behind Quickbooks, regularly updates the software, ensuring that it remains relevant and up-to-date with technology advancements. This means businesses don’t have to worry about their software becoming outdated.</p>
<h2 id="toc-0">Convert to Xero, Kashoo, Zoho, YNAB, AceMoney &#038; Others &#8211; pdf to ofx, qif to ofx, csv to ofx</h2>
<p>Both Mint and YNAB use bank-level encryption or better, offer the ability to use two-factor authentication for increased protection, and do not store your credentials in any way that is readable by staff. You link your accounts, the transactions populate, and you categorize them in order to analyze your spending and establish budget amounts. As you use the app, you can begin to build a collection of “rules” that help speed things up by automatically renaming and categorizing transactions it can recognize based on your past history. To help determine which of these two widely used financial management tools is best for you, we conducted a comprehensive review process of both. These features allow you to turn your computer into your financial command center with updated information from each bank, investment, and credit account downloaded right into Quicken. You can also track investments using cost basis to best understand the tax implications of buying, selling, and how you are building your portfolio.</p>
<ul>
<li>Depending on what you need, this might be a better choice, especially if you think you&#8217;ll use all the features offered by Quicken.</li>
<li>Some of the most popular alternatives to QuickBooks include Xero, FreshBooks, Sage, Zoho, and Wave.</li>
<li>When it comes to educating you about being fiscally responsible, YNAB takes things one step further.</li>
<li>This is one of the reasons why we don’t recommend Mint if you have privacy concerns.</li>
<li>WalletHub has a singular focus, unlike other personal finance sites that offer a variety of tools and resources.</li>
</ul>
<p>You must keep a close eye on your income, expenses, budget, and investments. Your credit score is also an essential part of the equation, especially if you plan to take on debt. The best personal finance software helps you track your money to make better, more informed decisions about spending and credit. Click through for an in-depth review of each, and see advice on how to choose the right personal finance software toward the end of this article. What QuickBooks offers for the small business, Quicken offers for individuals and families.</p>
<h2 id="toc-1">Support</h2>
<p>That is why I wanted to share this simple, yet life changing piece of software and philosophy we decided to try this summer. On the other hand, there are some things Quicken delivers which YNAB doesn’t. One of those is your 401k statements and other advanced investments. YNAB Pro likes to keep is simple, which can get in the way of some of the more complex financial aspects. Another unique advantage of YNAB is the additional support you can get. They have excellent customer service if you have any problems, but you can also use some of their other channels if you need help.</p>
<ul>
<li>In short, the dashboard of your personal finance app gives you a quick look at your money situation and is a springboard to a deeper financial study.</li>
<li>However, it may not be suitable for businesses or individuals with more complex financial needs.</li>
<li>Their four Rules will help you gain proper perspective on your relationship with money.</li>
<li>Even if the payee for your bill isn’t in the Mint universe, you can add it as a manual account.</li>
<li>The crux of her argument is that most people’s income and expenses vary enough from month to month to render a budget useless.</li>
</ul>
<p>The app teaches you to put all of your money to use &#8212; including using your money for expenses, paying off debt, and saving extra money. Quicken is designed to track income, expenses, net worth, taxes, investments, business transactions, rental property information, and even pay bills. If you don&#8217;t want to pay anything for a personal finance app and you want overviews of nearly everything related to your finance, Mint is best.</p>
<h2 id="toc-2">Standout Features: YNAB vs. Quicken</h2>
<p>The goal of YNAB is to track all of your income and your spending and “learn” your tendencies. After about 30 days or so, you should have a good idea of where your money is going and YNAB will make recommendations for where you can cut back on expenses and how you can better use your funds. I recently published a review on You Need a Budget, and a reader asked me how YNAB compares to Quicken. YNAB and Quicken are both powerful and useful financial management tools, but they have different advantages and disadvantages. The key difference is that YNAB Pro is designed for making a budget and acting on it, and Quicken is designed primarily as a tracking tool.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://kelleysbookkeeping.com/wp-content/uploads/2022/02/how-to-calculate-your-business-valuation-cab3.jpg" width="259px" alt="Nynab Vs Quickbooks Online"/></p>
<p>It offers more reports than competing budgeting apps and more control over how the information is presented. After importing a batch of transactions from credit card and bank accounts into a personal finance app, most people spend some time cleaning up the data. Transactions need to be correctly categorized as income (salary, freelance payment, and interest, for example) and expenses (food, mortgage, utilities, and so on).</p>
<p>The challenge isn&#8217;t how to make more money, it&#8217;s how to make and use money to live a life you love, with time and space for yourself. Ready to learn more about saving money and starting your journey on the path that  leads to financial independence? Since you’ve made it this far, it should be clear Mint and YNAB offer slightly different services.</p>
<ul>
<li>YNAB is a zero based budgeting system, which means every dollar is given a job.</li>
<li>Most offer somewhat reduced functionality, but you can at least check your account balances, view transactions, add transactions, and see graphs related to your spending and cash flow.</li>
<li>As well, you’ll be provided reminders to pay bills and given the ability to know exactly how much money you have available in each account.</li>
<li>Once you’ve set these percentages in your business, it’s easy to decide how to budget once you start bringing in revenue.</li>
<li>YNAB and Quicken are two excellent platforms, and you can’t go wrong with either.</li>
</ul>
<p>Then you increase your budget items (i.e. rent, food, car, etc.) by the same amount of your income- no estimating, no guessing. When you spend money you record it as an expense in the bank account to whatever budget item you spent it on (i.e. you buy groceries and put the amount on the food line). The key is to spend based off of the <a href="https://kelleysbookkeeping.com/nynab-vs-quickbooks-online/">Nynab Vs Quickbooks Online</a> budget and NOT what’s in your bank account. Quicken and YNAB are very different tools, so it depends on your needs. If you are simply looking for a budget or money management tool (as in cash flow and expenses), then I would recommend YNAB Pro over Quicken. YNAB Pro is designed as a budgeting tool, and it does this job very well.</p>
<h2 id="toc-4">Accept Payment Via Credit Card</h2>
<p>Each of these personal finance solutions offers something the others  don&#8217;t. That said, their skill at delivering the tools consumers need, and the cost at which they offer them, varies. Mint has won our Editors&#8217; Choice award for free personal finance services for several years, and it does so again. Quicken Deluxe, on the other hand, is our Editors&#8217; Choice pick for paid personal finance services.</p>
<div style='text-align:center'><iframe width='567' height='310' src='https://www.youtube.com/embed/DU-RPFcblv8' frameborder='0' alt='Nynab Vs Quickbooks Online' allowfullscreen></iframe></div>
<p>Green means you&#8217;re doing OK, and red means you&#8217;ve gone over your self-imposed limit. You can tweak each budget as you learn more about your spending habits by clicking up and down arrows. Carefully think about where you&#8217;re at and what kinds of financial tools you need to better <a href="https://kelleysbookkeeping.com/">https://kelleysbookkeeping.com/</a> manage your money. Indeed, Quicken has more robust customer service, with regular hours and the ability to speak with someone on the phone or via live chat. Additionally, if you pay for the Premier or Home &amp; Business version, you get access to special priority customer service.</p>
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		<title>What Is General Ledger Accounting?</title>
		<link>https://pureloveworship.com/what-is-general-ledger-accounting/</link>
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		<dc:creator><![CDATA[caroona]]></dc:creator>
		<pubDate>Thu, 25 Nov 2021 14:18:20 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://pureloveworship.com/?p=3811</guid>

					<description><![CDATA[All costs which reduce cash balance, are recorded on the credit side like purchases and vehicle bought for cash. After all the cash expenses and cost are posted in the cash account, the new balance for the next accounting period is $38,300. This account shows the money a business owes to another company, after a &#8230;<p class="read-more"> <a class="" href="https://pureloveworship.com/what-is-general-ledger-accounting/"> <span class="screen-reader-text">What Is General Ledger Accounting?</span> Read More &#187;</a></p>]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://online-accounting.net/wp-content/uploads/2022/01/213d7ad8-ff67-4dc2-bcc0-4976e9d8d20b.jpg" width="450px" alt="General ledger accounts"/></p>
<p>All costs which reduce cash balance, are recorded on the credit side like purchases and vehicle bought for cash. After all the cash expenses and cost are posted in the cash account, the new balance for the next accounting period is $38,300. This account shows the money a business owes to another company, after a certain period. Like assets, there are two types of liabilities recorded in the general ledger. Short-term liabilities, which have to be paid back within 1 year, while the long-term liabilities have to be paid back are due after one year.</p>
<p>The general ledger contains a debit and credit entry for every transaction recorded within it, so that the total of all debit balances in the general ledger should always match the total of all credit balances.  If they do not match, the general ledger is said to be out of balance, and must be corrected before reliable financial statements can be compiled from it. At the end of each fiscal period, a trial balance is calculated by listing all of the debit and credit accounts and their totals. Those with debit balances are separated from the ones with credit balances. The debit and credit accounts are then totaled to verify that the two are equal.</p>
<div style='text-align:center'><iframe width='568' height='314' src='https://www.youtube.com/embed/Wda0K93Nk0c' frameborder='0' alt='General ledger accounts' allowfullscreen></iframe></div>
<p>The transaction details contained in the general ledger are compiled and summarized at various levels to produce a trial balance, income statement, balance sheet, statement of cash flows, and many other financial reports. This helps accountants, company management, analysts, investors, and other stakeholders assess the company’s performance on an ongoing basis. A general ledger is the foundation of a system employed by accountants to store and organize financial data used to create the firm’s financial statements. Transactions are posted to individual sub-ledger accounts, as defined by the company’s chart of accounts. A general ledger reconciliation is a procedure conducted by accountants to determine the trustworthiness of the account balances documented on the general ledger of a company. The general ledger reconciliation process is one of the main procedures that a company performs to ensure that the business sustains a timely and truthful bookkeeping process.</p>
<h2>Double-Entry Bookkeeping</h2>
<p>For instance, if your business applied for a PPP loan in 2020, you probably used the information in your general ledger to create financial statements for your bank. A general ledger also creates a comprehensive audit trail, which will be helpful if you ever get audited. A general ledger outlines each transaction that took place and sorts them by type. Companies use general ledger data to compile their financial statements. Double-entry bookkeeping means that you record two entries for every transaction. For a large organization, a general ledger can be extremely complicated.</p>
<p>“[The general ledger] is comprised of assets, liabilities, owner’s equity, revenue, cost of goods sold and expense accounts,” said New York-based small business bookkeeper Barbara Cross. In accounting, the terms debit and credit differ from their commonplace meanings. Whether each adds to or subtracts from an account&#8217;s total depends on the type of account.</p>
<h2>General Problems with Property Management Accounting &#038; Ways to Solve Them Easily</h2>
<p>Although it is not entirely doom and gloom if the company were to finalise their general ledger reconciliation a couple of days behind schedule, though if they happen to do so, it is imperative that the management reviews the correct reports. Nevertheless, in the majority of cases, using automated accounting software would be the simplest solution as it allows accountants to set the timeframe they hope to review. Furthermore, should any inconsistencies be spotted during <a href="https://online-accounting.net/general-ledger-accounts-how-a-general-ledger-works/">General ledger accounts</a> the reconciliation procedure, they can be properly examined and rectified before any further step is taken. Not to mention, every single adjustment made to any journey entry would be have thoroughly documented, which in turn, improves the accuracy of the published financial reports. Sub-ledgers within each account provide details behind the entries documented in account ledgers, such as if they are debited or credited by cash, accounts payable, accounts receivable, etc.</p>
<p>But if you’re slacking on your general ledger entries, your business could suffer the consequences. For example, cash and account receivables are part of the company’s assets. Incidentally, Pacioli popularized the vernacular Venetian terms “debere” (to owe) and “credere” (to entrust), from which debit and credit accounts get their names.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://online-accounting.net/wp-content/uploads/2022/02/bf678a45-8bf0-42df-9c19-85d3a744c839.jpg" width="453px" alt="General ledger accounts"/></p>
<p>Sub-accounts, or sub-ledgers, give you details behind your general ledger entries. Sub-accounts let you break down your accounts even further so you know exactly where funds are coming in and out of. Equity, also called net assets, net worth, and owner’s equity, is the amount of ownership you have in your company. You can calculate equity by subtracting your total liabilities from your total assets. Your business’s general ledger plays a significant role in forecasting the  financial health of your company.</p>
<p>In addition, they include detailed information about each transaction, such as the date, description, amount, and may also include some descriptive information on what the transaction was. There are several kinds of ledgers that you may use in the course of bookkeeping for your business. Most accounting software will compile some of these ledgers together while still letting you view them independently. Depending on the size of your business and what your business does, you may not need to use all of them. Here are some common types to be aware of and when to use them, beginning with a general ledger of course.</p>
<h2>What is a General Ledger (GL)?</h2>
<p>A complete list of all general ledger accounts that a company uses is contained within the chart of accounts, which is a simple listing of account numbers and account descriptions. The chart is usually organized to show all balance sheet accounts, followed by all income statement accounts. Examples of other general ledger accounts that are commonly used are noted below.</p>
<p>I don&#8217;t pay for much with checks anymore, but when I do write one to pay rent every month, I always write down the check number and the amount in the little paper ledger at the front of my checkbook. A list of the G/L account definition categories are available in the list below. You can quickly select which topic you are interested in by selecting it from the list, or you can scroll down the page to view the entire table of contents. Janet Berry-Johnson, CPA, is a freelance writer with over a decade of experience working on both the tax and audit sides of an accounting firm. She’s passionate about helping people make sense of complicated tax and accounting topics.</p>
<ul>
<li>There may be a subsidiary set of ledgers that summarize into the general ledger.</li>
<li>A subsidiary ledger (sub-ledger) is a sub-account related to a GL account that traces the transactions corresponding to a specific company, purchase, property, etc.</li>
<li>Money owed to another business, vendor, organization, employee, or government agency is usually considered a liability.</li>
<li>In this example, the transaction is for a cash payment from a client account to ABCDEFGH Software.</li>
<li>Besides that, the general ledger accounts may also be organised by their accounting periods or account balances.</li>
</ul>
<p>Ledgers may contain detailed transaction information for one account, one type of transaction, or—in the case of a general ledger—summarized information for all of a company’s financial transactions over a period. A general ledger account (GL account) is a primary component of a general ledger. The transactions are related to various accounting elements, including assets, liabilities, equity, revenues, expenses, gains, and losses.</p>
<h2>What is an accounting ledger?</h2>
<p>By contrast, entries in a ledger might group like transactions into specific accounts to assess the data for internal financial and accounting purposes. The ledger shows the account’s opening balance, all debits and credits to the account for the period, and the ending balance. The critical thing to remember about double-entry bookkeeping is that every transaction affects at least two accounts. That loan is considered a liability, but it also contributes to the company’s total assets. Or, if a business purchases inventory, that inventory raises its assets while also taking away from its cash.</p>
<p>Besides that, the general ledger accounts may also be organised by their accounting periods or account balances. When expenses spike in a given period, or a company records other transactions that affect its revenues, net income, or other key financial metrics, the financial statement data often doesn’t tell the whole story. In the case of certain types of accounting errors, it becomes necessary to go back to the general ledger and dig into the detail of each recorded transaction to locate the issue. At times this can involve reviewing dozens of journal entries, but it is imperative to maintain reliably error-free and credible company financial statements. Generally speaking, the general ledger has a number of purposes for the company.</p>
<p>Next, we&#8217;ll dive into a few other financial accounting documents that are closely related to &#8212; but distinct from &#8212; the general ledger. This includes equity, general reserve, and retained earnings out of the profit. A sales ledger is a detailed list in chronological order of all sales made. This ledger can also be used to keep track of items that reduce the number of total sales, like returns and outstanding amounts still owed.</p>
<div style='border: grey dashed 3px;padding: 11px;'>
<h3>Albina Kurayeva CPA  Employee Benefit Plan Audit  New York NY &#8211; eisneramper.com</h3>
<p>Albina Kurayeva CPA  Employee Benefit Plan Audit  New York NY.</p>
<p>Posted: Mon, 07 Aug 2023 21:19:16 GMT [<a href='https://news.google.com/rss/articles/CBMiTGh0dHBzOi8vd3d3LmVpc25lcmFtcGVyLmNvbS9hYm91dC11cy9wcm9mZXNzaW9uYWwtZGlyZWN0b3J5L2FsYmluYS1rdXJheWV2YS_SAQA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>A company may opt to store its general ledger using blockchain technology, which can prevent fraudulent accounting transactions and preserve the ledger&#8217;s data integrity. Instead, they show actual amounts spent or received and not merely projected in a budget. A common example of a general ledger account that can become a control account is Accounts Receivable. The summary amounts are found in the Accounts Receivable control account and the details for each customer&#8217;s credit activity will be contained in the Accounts Receivable subsidiary ledger. Expanding on this, the general ledger is like a folder that contains all of the notebooks for each account.</p>
<h2>Serving as a Central Repository for Accounting Data</h2>
<p>This method records the debits and credits for each transaction, which should always balance out. An accounting ledger records transactions and helps generate financial statements for investors, creditors, or even regulators. The information in the ledger can help management with decision-making based on financial data. The general ledger can, for example, help a business find where increased expenses are coming from, and it allows a bookkeeper or accountant to search out and correct errors. A general ledger (GL) is a set of numbered accounts a business uses to keep track of its financial transactions and to prepare financial reports. Each account is a unique record summarizing a specific type of asset, liability, equity, revenue or expense.</p>
<ul>
<li>They can also result from journal entries, such as recording depreciation.</li>
<li>This mitigates the risks that Centralized General Ledgers have from having one source control the ledger.</li>
<li>Crucially, the general ledger should never be viewed as an official report of the company’s performance but rather as a set of raw data that accountants utilise to provide useful business reports.</li>
<li>Direct expenses include a purchase account where the cost of raw materials has been posted and indirect expenses include day-to-day operational expenses like rent, electricity, maintenance &#038; other utility expenses.</li>
</ul>
<p>The double-entry bookkeeping method ensures that the general ledger of a business is always in balance &#8212; the way you might maintain your personal checkbook. Every entry of a financial transaction within account ledgers debits one account and credits another in the equal amount. So, if $1,000 was credited from the Assets account ledger, it would need to be debited to a different account ledger to represent the transaction. The general ledger details all financial transactions of all accounts so as to accurately account for and forecast the company&#8217;s financial health.</p>
<p>Think of the general ledger as the main database of a company&#8217;s financial records and information, with other financial documents being derived from the information recorded in the general ledger. But you don’t have to be intimately acquainted with journals and ledgers to keep tabs on the financial health of your business. Using the best accounting software or working with a professional bookkeeper or accountant makes it easier to record every transaction and make sure they balance every time.</p>
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		<title>What are Fixed assets? Definition</title>
		<link>https://pureloveworship.com/what-are-fixed-assets-definition/</link>
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		<dc:creator><![CDATA[caroona]]></dc:creator>
		<pubDate>Mon, 25 Oct 2021 17:29:44 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://pureloveworship.com/?p=3751</guid>

					<description><![CDATA[Content Fixed Assets vs. Current Assets and Noncurrent Assets Financial planning &#038; analysis Learn more about this definition and others Non-Monetary Transfer of a Fixed Asset What Does Fixed Assets Mean? A higher turnover rate means greater success in its ability to manage fixed-asset investments. There is no specific ratio or range that defines a &#8230;<p class="read-more"> <a class="" href="https://pureloveworship.com/what-are-fixed-assets-definition/"> <span class="screen-reader-text">What are Fixed assets? Definition</span> Read More &#187;</a></p>]]></description>
										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Fixed Assets vs. Current Assets and Noncurrent Assets</a></li>
<li><a href="#toc-1">Financial planning &#038; analysis</a></li>
<li><a href="#toc-2">Learn more about this definition and others</a></li>
<li><a href="#toc-3">Non-Monetary Transfer of a Fixed Asset</a></li>
<li><a href="#toc-5">What Does Fixed Assets Mean?</a></li>
</ul>
</div>
<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/07/6360671d-a02c-49e3-a9f7-75b6cb7c502d-300x200.webp" width="250px" alt="fixed assets accounting definition"/></p>
<p>A higher turnover rate means greater success in its ability to manage fixed-asset investments. There is no specific ratio or range that defines a “good” turnover ratio. Instead, companies’ turnover ratios are very industry specific and other factors must be considered. Suppose you are buying an asset through installments or loan payments and you make a deposit.</p>
<ul>
<li>Net fixed assets are used by small business owners to figure out how much their total fixed assets are really worth or how much liability they have.</li>
<li>In accounting, software for internal use is treated differently from software purchased or developed to sell to others.</li>
<li>For example, if a company sells produce, the delivery trucks it owns and uses are fixed assets.</li>
<li>When a company purchases a fixed asset, they record the cost as an asset on the balance sheet instead of expensing it onto the income statement.</li>
<li>If the car is being used in a company&#8217;s operations to generate income, such as a delivery vehicle, it may be considered a fixed asset.</li>
<li>Suppose a consulting firm is moving to a new office and decides to donate its old desks to a charity.</li>
</ul>
<p>The building is a tangible asset and, if the company keeps the building for more than one year, it becomes a fixed asset. However, the value of the building, $15 million, will be reported as a fixed asset on the balance sheet. For investors, firms with high&nbsp;return on assets (ROA)&nbsp;ratios signify a buy and a trusted source of income as, most of the times, these firms, distribute dividends as well. However, as firms&nbsp;depreciate&nbsp;their non-current assets, financial analysts should carefully review the financial statements to make sure how the numbers are determined. Additionally, fixed assets are used by financial experts to determine the value or profits of a company. Financial experts need to determine whether a company is profitable, and fixed assets are one aspect that can help them decide.</p>
<h2 id="toc-0">Fixed Assets vs. Current Assets and Noncurrent Assets</h2>
<p>As such, they are subject to depreciation and are considered illiquid. A company&#8217;s fixed assets are reported in the noncurrent (or long-term) asset section of the balance sheet in the section described as property, plant and equipment. The fixed assets except for land will be depreciated and their accumulated depreciation will also be reported under property, plant and equipment. In accounting, fixed assets are physical items of value owned by a business.</p>
<p>If your insurance does not reimburse the loss, enter the dollar amount of the damage, and reduce or write off the asset. For example, a manufacturing company purchases a machine on Dec. 1, 2019 for $56,000. If a company buys an asset for $5000 and expects to sell it for $1000 in three years, it can then depreciate $4000.</p>
<h2 id="toc-1">Financial planning &#038; analysis</h2>
<p>The purchase of fixed assets represents a cash outflow (negative) to the company while a sale is a cash inflow (positive). If the asset&#8217;s value falls below its net book value, the asset is subject to an impairment write-down. This means that its recorded value on the balance sheet is adjusted downward to reflect that it is overvalued compared to the market value. Depreciation is the process of allocating the cost of the asset to operations over the estimated useful life of the asset.</p>
<p>For instance, a cybersecurity company might list computer equipment as a fixed asset. In contrast, an office supply business that sells computers wouldn’t, because the computer equipment, in this case, is the merchandise. However,  in times of financial difficulty, PP&amp;E can be used as collateral for a business loan. PP&amp;E depreciates over the course of its lifespan, <a href="https://www.bookstime.com/articles/fixed-asset-accounting">https://www.bookstime.com/articles/fixed-asset-accounting</a> with the exception of land, which is expected to appreciate and should be reported at its most up-to-date market value. Easily add, change, dispose or transfer fixed assets for your business or your clients. Note that the cost of a fixed asset is its purchase price including import duties, after subtracting any deductible trade discounts and rebates.</p>
<h2 id="toc-2">Learn more about this definition and others</h2>
<p>In some cases, this value is so low that a  company doesn’t seek a sale at all. In these cases, once the fixed asset is no longer being used it can be written off the balance sheet. An asset is any resource that you own or manage with the expectation that it will yield continuing benefits or cash flows. An asset is also a resource the value of which you can dependably measure.</p>
<p>To calculate the loss on disposal of an asset, subtract the accumulated depreciation from the original cost, and then subtract the sales price. In the example below, accumulated depreciation is $45,000; the original cost of the asset is $75,000; and the sales price is $10,000. After depreciation, a loss of $20,000 is recognized on the disposal of the asset.</p>
<p>The word fixed indicates that these assets will not be used up, consumed, or sold in the current accounting year. Yet there still can be confusion surrounding the accounting for fixed assets. Many companies struggle to accurately log and report on their fixed assets, however, overpaying insurance premiums and taxes as a result. Inconsistent fixed asset records and depreciation calculations can result in increased audit fees from accounting firms.</p>
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		<title>Synonyms and antonyms for Bookkeeper</title>
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		<dc:creator><![CDATA[caroona]]></dc:creator>
		<pubDate>Fri, 08 Jan 2021 09:26:09 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://pureloveworship.com/?p=3967</guid>

					<description><![CDATA[A Bookkeeper is responsible&#160;for recording and maintaining a business’ financial transactions, such as purchases, expenses, sales revenue, invoices, and payments. They will record financial https://personal-accounting.org/accounting-for-small-start-up-business/ data into general ledgers, which are used to produce the balance sheet and&#160;income statement. A bookkeeper can expect to earn a salary in the range of&#160;$30,000-$60,000 a year in the &#8230;<p class="read-more"> <a class="" href="https://pureloveworship.com/synonyms-and-antonyms-for-bookkeeper/"> <span class="screen-reader-text">Synonyms and antonyms for Bookkeeper</span> Read More &#187;</a></p>]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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" width="255px" alt="another name for bookkeeper"/></p>
<p><p>A Bookkeeper is responsible&nbsp;for recording and maintaining a business’ financial transactions, such as purchases, expenses, sales revenue, invoices, and payments. They will record financial <a href="https://personal-accounting.org/accounting-for-small-start-up-business/">https://personal-accounting.org/accounting-for-small-start-up-business/</a> data into general ledgers, which are used to produce the balance sheet and&nbsp;income statement. A bookkeeper can expect to earn a salary in the range of&nbsp;$30,000-$60,000 a year in the US.</p>
</p>
<p><p>However, compensation will widely vary depending on the employer, location, and candidate experience. Bigger companies tend to offer better compensation for bookkeepers; this is largely due <a href="https://simple-accounting.org/nonprofit-bookkeeper-vs-accountant-who-should-you/">https://simple-accounting.org/nonprofit-bookkeeper-vs-accountant-who-should-you/</a> to the increased volume of transactions and data. A multinational corporation performs hundreds of transactions a second, while a small business might perform less than a hundred in a day.</p>
</p>
<p><h2>synonyms for bookkeeper</h2>
</p>
<p><p>Public bookkeepers are individuals who record financial</p>
<p>transactions for multiple individuals or organizations. For more</p>
<p>information on public bookkeepers, visit the National Association</p>
<p>of Certified Public Bookkeepers (NACPB) website at Bookkeeping is the recording of financial events that take place in a company. Any process of recording financial data is considered bookkeeping and is the first step of data entry into the accounting system.</p>
</p>
<p><div style='text-align:center'><iframe width='569' height='314' src='https://www.youtube.com/embed/OhzCMQ8GO7g' frameborder='0' alt='another name for bookkeeper' allowfullscreen></iframe></div>
</p>
<p><p>A bookkeeper provides a critical role in the data collection and data input of a business’ accounting cycle. When there is a proper system in place  that avoids problems such as skimming fraud, the recorded financial data can provide valuable, actionable insight. Usually, the entry-level salary for both bookkeepers and accountants tends to be similar; however, the earning potential of an accountant tends to increase as their career progress. It is not uncommon for an experienced bookkeeper to make a career transition into accounting or another profession.</p>
</p>
<p><h2>What is a Bookkeeper?</h2>
</p>
<p><p>Gain unlimited access to more than 250 productivity Templates, CFI&#8217;s full course catalog and accredited Certification Programs, hundreds of resources, expert reviews and support, the chance to work with real-world finance and research tools, and more. Upgrading to a paid membership gives you access to our extensive collection of plug-and-play Templates designed to power your performance—as well as CFI&#8217;s full course catalog and accredited Certification Programs. The bookkeeper is generally responsible for overseeing the first six steps of the Accounting Cycle, while the last two are typically taken care of by an accountant. While there is a general overlap between the two professions, there are a few distinctions that are later discussed in this article.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="253px" alt="another name for bookkeeper"/></p>
<p><p>Over 1.8 million professionals use CFI to learn accounting, financial analysis, modeling and more. Start with a free account to explore 20+ always-free courses and hundreds of finance templates and cheat sheets. All content on this website, including dictionary, thesaurus, literature, geography, and other reference data is for informational purposes only. This information should not be considered complete, up to date, and is <a href="https://accounting-services.net/a-cpas-perspective-why-you-should-or-shouldnt-work/">A CPAs Perspective: Why You Should or Shouldnt Work with a Startup</a> not intended to be used in place of a visit, consultation, or advice of a legal, medical, or any other professional. These examples are  programmatically compiled from various online sources to illustrate current usage of the word &#8216;bookkeeper.&#8217; Any opinions expressed in the examples do not represent those of Merriam-Webster or its editors. Looking for an Bookkeeper job or Finance and accounting specific salary information?</p>
</p>
<p><h2>What is an assistant bookkeeper?</h2>
</p>
<p><p>As bookkeepers work closely with raw data, they tend to develop a good understanding of how a business works. One way to think about it is that bookkeepers lay the groundwork for accountants to analyze and prepare financial statements. A bookkeeper is responsible for recording transactions into the system, which is part of the wider and more general practice of accounting. Generally, a bookkeeper will provide an accountant with the trial balance, which is a consolidation of all the general ledger accounts, which the accountant uses to derive the Balance Sheet, Income Statement, and later the Statement of Cash Flows. The National Bookkeepers Association (NBA), ,</p>
<p>defines bookkeepers as individuals who record financial</p>
<p>transactions. Transactions include sales, purchases, income, and</p>
<p>payments by an individual or organization.</p>
</p>
<ul>
<li>So, in</p>
<p>order to the growth of the company a bookkeeping assistant plays a</p>
<p>vital role.</li>
<li>The bookkeeper is generally responsible for overseeing the first six steps of the Accounting Cycle, while the last two are typically taken care of by an accountant.</li>
<li>Upgrading to a paid membership gives you access to our extensive collection of plug-and-play Templates designed to power your performance—as well as CFI&#8217;s full course catalog and accredited Certification Programs.</li>
<li>A multinational corporation performs hundreds of transactions a second, while a small business might perform less than a hundred in a day.</li>
<li>Day-to-day activities include recording transactions such as income and outgoings, and posting them to various accounts.</li>
</ul>
]]></content:encoded>
					
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			</item>
		<item>
		<title>Synonyms for BOOKKEEPER</title>
		<link>https://pureloveworship.com/synonyms-for-bookkeeper/</link>
					<comments>https://pureloveworship.com/synonyms-for-bookkeeper/#respond</comments>
		
		<dc:creator><![CDATA[caroona]]></dc:creator>
		<pubDate>Fri, 11 Dec 2020 23:45:40 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://pureloveworship.com/?p=3802</guid>

					<description><![CDATA[Content Separation of Duties Forensic Accountant Want a Great Remoteor Flexible Job? Companies That Hire for Remote Bookkeeping Jobs Words near Bookkeeper in the Thesaurus Note, they are different than Certified Public Accountants (CPAs) as they have not completed the additional educational and testing requirements necessary for that designation. A strong relationship between the two &#8230;<p class="read-more"> <a class="" href="https://pureloveworship.com/synonyms-for-bookkeeper/"> <span class="screen-reader-text">Synonyms for BOOKKEEPER</span> Read More &#187;</a></p>]]></description>
										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Separation of Duties</a></li>
<li><a href="#toc-1">Forensic Accountant</a></li>
<li><a href="#toc-2">Want a Great Remoteor Flexible Job?</a></li>
<li><a href="#toc-5">Companies That Hire for Remote Bookkeeping Jobs</a></li>
<li><a href="#toc-6">Words near Bookkeeper in the Thesaurus</a></li>
</ul>
</div>
<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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" width="252px" alt="another name for bookkeeper"/></p>
<p>Note, they are different than Certified Public Accountants (CPAs) as they have not completed  the additional educational and testing requirements necessary for that designation. A strong relationship between the two is necessary and <a href="https://investrecords.com/the-importance-of-accurate-bookkeeping-for-law-firms-a-comprehensive-guide/">The Importance of Accurate Bookkeeping for Law Firms: A Comprehensive Guide</a> can help your business really take things to the next level, especially with your organisation and communication. 1300 (late 13c. as a surname), &#8220;one who has charge of some person or thing, warden,&#8221; agent noun from keep (v.).</p>
<ul>
<li>Book of Life &#8220;the roll of those chosen for eternal life&#8221; is from mid-14c.</li>
<li>However, as technology and industries have evolved, they’re now created with specialised software that can be automated and tailored to your business to meet specific requirements.</li>
<li>A mid-level position in the accounting department, accountants report to accounting managers, company controllers or financial directors.</li>
<li>Some bookkeepers pursue certified bookkeeper certifications offered by two national bookkeeping associations.</li>
<li>GrowthForce accounting services provided through an alliance with SK CPA, PLLC.</li>
<li>Likewise, bookkeepers also help businesses keep track of their accounts receivable.</li>
</ul>
<p>Because bookkeepers tend to work for smaller companies, they may not be paid as much as accountants. Knowing the differences between the two can help people find their niche in the industry and can give guidance to companies on who to hire for their needs. As a bookkeeper, your attention to detail must be almost preternatural. Careless mistakes that seem inconsequential at the time can lead to bigger, costlier, more time-consuming problems down the road. Rarely does a bookkeeper work on one big project for an eight-hour shift; instead, a typical workday involves juggling five or six smaller jobs. Nearly all bookkeeping is done using computerized accounting software and programs, so bookkeepers should be comfortable learning new technology if not proficient in it.</p>
<h2 id="toc-0">Separation of Duties</h2>
<p>This profession has fewer entry-level requirements than accounting, meaning that individuals may be able to become bookkeepers more quickly than they would accountants. The controller is ultimately the person responsible for ensuring financial  statements and balance sheets are recorded, reconciled, and delivered to the appropriate stakeholders. They oversee the accountants and bookkeepers and control the company’s cash flow &#8211; keeping tabs on how the money comes in and where it is going. Many accountants in the United States are not certified, particularly those who work in corporate America. An accountant is a generic term which can refer to any of the below classifications. A bookkeeper is a professional who handles the financial aspects of running a business.</p>
<div style='text-align:center'><iframe width='563' height='318' src='https://www.youtube.com/embed/W089i96rbzI' frameborder='0' alt='another name for bookkeeper' allowfullscreen></iframe></div>
<p>Of course, education depends on the individual or&nbsp;bookkeeping service&nbsp;you hire. A Bookkeeper is tasked with the day-to-day financial transactions in an organization. An accountant will review the work of the Bookkeeper in most organizations before finalizing monthly, quarterly, or annual financial statements. If you are interested in becoming an accountant, it may be beneficial to your career to become a certified public accountant (CPA), which has its own exam. You must have a minimum of 150 postsecondary education hours, or what amounts to a bachelor&#8217;s degree in accounting, and an additional 30 hours of graduate work.</p>
<h2 id="toc-1">Forensic Accountant</h2>
<p>Your financial data must be current and accurate so that you have the tools you need to make sound business decisions and implement healthy cash flow strategies. If you pursued a postsecondary degree or certificate, you will likely have career center resources to help you find a bookkeeping job. These offices may have particular insights about companies and roles in their area.</p>
<p>Noun, singular or mass Look for a receptionist who can pull double duty as a bookkeeper.</p>
<h2 id="toc-2">Want a Great Remoteor Flexible Job?</h2>
<p>Bookkeepers are commonly responsible for recording journal entries and conducting bank reconciliations. A bookkeeper must be able to shift focus easily and catch tiny, hidden mistakes in a budget or invoice. They often bookkeepers work a few jobs for various clients if they work as a consultant. When looking for a certified bookkeeper, first decide if you want to hire an independent consultant, a firm or a full-time employee if your business is large enough. Ask for referrals from friends, colleagues or your local chamber of commerce or search online social networks like LinkedIn for bookkeepers. Awarded by the CFA Institute, the CFA certification is one of the most respected designations in accounting.</p>
<ul>
<li>Below are the most popular entry-level accounting job titles ranked by both candidate and employer searches on Google (source; ahrefs and Google Keyword Planner).</li>
<li>That way, should you need to hire a professional down the line, they will have visibility into the complete financial history of your business.</li>
<li>The leader of most accounting teams is the Chief Financial Officer or Chief Accounting Officer (CAO).</li>
<li>K-Coe Isom describes itself as the nation’s leading food and agricultural consulting and accounting firm.</li>
<li>At this point, you could confidently answer, “What does a bookkeeper do?</li>
<li>Bookkeepers don&#8217;t necessarily need higher education in order to work in their field while accountants can be more specialized in their training.</li>
</ul>
<p>For small businesses, adept cash management is a critical aspect of survival and growth, so it’s wise to work with a financial professional from the start. If you prefer to go it alone, consider starting out with accounting software and keeping your books meticulously up to date. That way, should you need to hire a professional down the line, they will have visibility into the complete financial history of your business.</p>
<p>While there are many different Accounting VP titles, the most common are VP of Accounting and Finance, VP of Finance and VP of Accounting. The names generated above are examples only and may be used by other businesses or subject to third-party rights. The names generated are examples only and may be used by other businesses or subject to third-party rights. An enrolled agent (EA) is a&nbsp;tax professional authorized by the United States government. Their job is to advocate and assist taxpayers when they have issues with the Internal Revenue Service.</p>
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" width="259px" alt="another name for bookkeeper"/></p>
<p>An Accounting Coordinator is responsible for inputting employee payroll information on a weekly or monthly basis. An Accounting Coordinator also manages the contract filing systems and creates monthly financial statements. In some organizations, the Accounting Coordinator works across all departments to assist in creating annual plans. Below are the most popular entry-level accounting job titles ranked by both candidate and employer searches on Google (source;&nbsp;ahrefs and Google Keyword Planner).</p>
<p>At the same time, the number of predicted bookkeeping job openings per year over that period is 197,600. Compare this to the expected 136,400 annual openings for accountants and auditors (BLS, September <a href="https://www.digitalconnectmag.com/a-deep-dive-into-law-firm-bookkeeping/">https://www.digitalconnectmag.com/a-deep-dive-into-law-firm-bookkeeping/</a> 2022). Employers also prefer to hire bookkeepers who have taken some postsecondary courses. So, some professionals may pursue certificate programs in bookkeeping as a degree alternative.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="254px" alt="another name for bookkeeper"/></p>
]]></content:encoded>
					
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			</item>
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