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	<title>noveloman &#187; Bookkeeping</title>
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		<title>Comparison of Job Costing with Process Costing</title>
		<link>http://noveloman.com/wp/?p=29</link>
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		<pubDate>Wed, 28 Jul 2021 11:42:33 +0000</pubDate>
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		<description><![CDATA[Content Similarities between Process Costing and Job Order Costing Which Companies Use Process Costing and Which Use Job Costing? Presentation of Process Costs Characteristics of Process Costing Job Costing vs Process Costing (Accounting) &#8211; Explained Each process usually adds costs to the goods produced in a process costing. Roan Paper Co. produces the paper used<p class="readmore"> <a href="http://noveloman.com/wp/?p=29" title="Read Comparison of Job Costing with Process Costing">  CONTINUE READING ...</a> </p>]]></description>
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<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Similarities between Process Costing and Job Order Costing</a></li>
<li><a href="#toc-1">Which Companies Use Process Costing and Which Use Job Costing?</a></li>
<li><a href="#toc-2">Presentation of Process Costs</a></li>
<li><a href="#toc-3">Characteristics of Process Costing</a></li>
<li><a href="#toc-4">Job Costing vs Process Costing (Accounting) &#8211; Explained</a></li>
</ul>
</div>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/07/fica-tax-2020-visual-min.webp" width="254px" alt="process costing system"/></p>
<p>Each process usually adds costs to the goods produced in a <a href="https://www.bookstime.com/articles/process-costing">process costing</a>. Roan Paper Co. produces the paper used by wallpaper manufacturers. Roan’s four-stage process includes mixing, cooking, rolling, and cutting. On March 1, the  Mixing Department had 300 rolls of paper in process. During March, the Mixing Department completed the mixing process for those 300 rolls and also started and completed the mixing process for an additional 4,200 rolls of paper. The department started but did not finish the mixing process for an additional 500 rolls, which were 20% complete with respect to both direct materials and conversion work at the end of March. Direct materials and conversion costs are incurred evenly throughout the mixing process.</p>
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<h3>What is the purpose of process costing systems?</h3>
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<p>Process costing systems are used to track the costs of production at each stage in order to ensure that products are being produced efficiently. By understanding how much it costs to produce a product at each stage, companies can make changes to their production process in order to save money and become more efficient.</p>
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<p>For example, in clothing manufacturing, managers are concerned with fabric waste, how many fabric layers that can be cut at one time, and so on. Operation costing measures, in financial terms, how well managers have controlled physical processes. An operation – costing system is a hybrid-costing system applied to batches of similar, but not identical, products. Each batch of products is often a variation of a single design, and it proceeds through a sequence of operations. Within each operation, all product units are treated exactly alike, using identical amounts of the operation’s resources. A key point in the operation system is that each batch does not necessarily move through the same operations as other batches. Case 3 – Process costing with both some beginning and some ending work-in-process inventory of SG-40.</p>
<h2 id="toc-0">Similarities between Process Costing and Job Order Costing</h2>
<p>Under cost allocation methods, management accountants determine the cost of operating each individual function used in the production process. The total process cost is divided by the number of items produced during each specific function. The dollar amount resulting from this calculation is allocated to each good produced by the process. In a process-costing system, the unit cost of a product or service is obtained by assigning total costs to many identical or similar units of output. In other words, unit costs are calculated by dividing total costs incurred by the number of units of output from the production process. In a manufacturing process-costing setting, each unit receives the same or similar amounts of direct material costs, direct manufacturing labor costs, and indirect manufacturing costs . Both process costing and job order costing maintain the costs of direct material, direct labor, and manufacturing overhead.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/07/Screenshot_4-2.webp" width="251px" alt="process costing system"/></p>
<p>This will require the use of the equivalent unit computation, and management selects the method that best fits their information system. <a href="https://www.bookstime.com/">https://www.bookstime.com/</a> The Internal Revenue Service requires all businesses that maintain an inventory to meticulously track and report its supply.</p>
<h2 id="toc-1">Which Companies Use Process Costing and Which Use Job Costing?</h2>
<p>The best project management systems will integrate with many accounting packages so users can use the best software for them. By integrating with accounting software, it reduces double data entry and provides one hub for all data. That way trade contractors and subcontractors can make real-time financial decisions in the field, can log job costs quickly, and search them at a later date. To get the  detailed reporting provided by job costing, employees must keep accurate records.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/07/0ad435cb-ea4a-428a-827e-232f6f654335.webp" width="255px" alt="process costing system"/></p>
<p>Ore is introduced in the melting stage, alloys in the skimming stage, etc. . This necessitates the employment of a separate Work in Process account for each major manufacturing activity. Examine the graphic below that compares job and process costing, noting in particular the difference in how costs are shifted out of work in process. Process costing entails handing off accumulated costs from one department to the next. There are a few different types of process costing which can be used depending on your situation. You can use weighted average costs, in which you work out an average cost per unit across your offerings. Calculating standard costs is somewhat similar – the main difference is that you would assign a standard cost when calculating your averages, rather than using the actual costs.</p>
<h2 id="toc-2">Presentation of Process Costs</h2>
<p>Figure 4.1 &#8220;A Comparison of Cost Flows for Job Costing and Process Costing&#8221; shows how product costs flow through accounts for job costing and process costing systems. Table 4.1 &#8220;A Comparison of Process Costing and Job Costing&#8221; outlines the similarities and differences between these two costing systems.</p>
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		<title>Cost of goods manufactured: Meaning, Components, How to Calculate</title>
		<link>http://noveloman.com/wp/?p=20</link>
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		<pubDate>Mon, 22 Mar 2021 18:08:18 +0000</pubDate>
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		<description><![CDATA[Content Calculating the cost of goods manufactured What is the Cost of Goods Sold (COGS)? What is the Cost of Goods Manufactured? How to calculate the COGM? Why is COGM Important for Companies? Chapter 1: Nature of Managerial Accounting and Costs Total Manufacturing Costs Ending inventory costs can be reduced for damaged, worthless, or obsolete<p class="readmore"> <a href="http://noveloman.com/wp/?p=20" title="Read Cost of goods manufactured: Meaning, Components, How to Calculate">  CONTINUE READING ...</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">Calculating the cost of goods manufactured</a></li>
<li><a href="#toc-1">What is the Cost of Goods Sold (COGS)?</a></li>
<li><a href="#toc-2">What is the Cost of Goods Manufactured?</a></li>
<li><a href="#toc-3">How to calculate the COGM?</a></li>
<li><a href="#toc-4">Why is COGM Important for Companies?</a></li>
<li><a href="#toc-5">Chapter 1: Nature of Managerial Accounting and Costs</a></li>
<li><a href="#toc-6">Total Manufacturing Costs</a></li>
</ul>
</div>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/07/b08341be-03df-42ac-ac95-4ffabab9e051.webp" width="255px" alt="how to find cost of goods manufactured"/></p>
<p>Ending inventory costs can be reduced for damaged, worthless, or obsolete inventory. For worthless inventory, you must provide evidence that it was destroyed.</p>
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<h3>Q:What is cost of goods sold and how is it calculated?</h3>
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<p>Costs of Goods Sold (COGS) represent the expenses involved into producing your goods over a certain period of time. The COGS formula is: COGS = the starting inventory + purchases &#8211; ending inventory.</p>
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<p>The average price of all the goods in stock, regardless of purchase date, is used to value the goods sold. Taking the average product cost over a time period has a smoothing effect that prevents COGS from being highly impacted by the extreme costs of one or more acquisitions or purchases.</p>
<h2 id="toc-0">Calculating the cost of goods manufactured</h2>
<p>Manage all the moving parts of your business and unite the apps and services you use in one visual platform. This means that when it comes to the time for accounting purposes, all those numbers will already be there and ready to go. Depreciation of machines — This cost can vary widely depending on how long your company has been in business and what kind of equipment you have. For example, if your company has been around for 30 years and still uses equipment purchased back then , depreciation might be as low as $10 per year per the machine.</p>
<p>For example, in a guitar company, direct materials would likely include both wood and guitar strings used in the finished product . Costs of Goods Manufactured is a crucial term in the production business. Moreover, it also has WIP inventory and overhead manufacturing costs. You must keep track of the cost of each shipment or the total manufacturing cost of each product you add to inventory. For the items you make, you will need the help of your tax professional to determine the cost to add to inventory. If your business sells products, you need to know how to calculate the cost of goods sold. This calculation includes all the costs involved in selling products.</p>
<h2 id="toc-1">What is the Cost of Goods Sold (COGS)?</h2>
<p>In addition, it gives actual expenses related to manufacturing and helps manage inventory. ● Sometimes wrong costs calculations can affect the profit margins and lead  to higher costs. That is because it helps see whether the company is making profits or not. Keep an eye out for value of ending inventory , discounts , and manufacturing costs . You can use COGS to calculate different ratios, which means that you can conveniently determine your business’s health. As a result, you can make better decisions, especially those more likely to impact your business positively.</p>
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<h3>Why do we calculate cost of goods manufactured?</h3>
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<p>What is Cost of Goods Manufactured? The cost of goods manufactured (COGM) is a calculation that is used to gain a general understanding of whether production costs are too high or low when compared to revenue. The equation calculates the manufacturing costs incurred with the goods finished during a specific period.</p>
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<p>COGS is an expense, but it is not listed with the operating expenses on the income statement. Instead, it is listed with sales, because it is used to offset the gross sales amount by accounting for the cost to produce those sales. If someone sells 100 cups of lemonade <a href="https://www.bookstime.com/articles/cost-of-goods-manufactured">cost of goods manufactured formula</a> for $0.75 each, the total income from sales was $75. But, if the cost of the goods used to make that lemonade was $0.25 per cup, then the amount earned from sales is actually $50. Cost of goods manufactured considers the costs of producing your product.</p>
<h2 id="toc-2">What is the Cost of Goods Manufactured?</h2>
<p>The cost of goods manufactured is the total cost of all the components that go into making a product. The goal of manufacturing is to produce goods at the lowest possible cost while still maintaining a high level of quality. To do this, manufacturers must carefully control all the components of the manufacturing process. This calculates the cost of net raw materials used for production in the given accounting period. Step 2 → From the beginning WIP inventory balance, the total manufacturing costs in the period are added.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/07/iStock_000023806766XLarge.webp" width="256px" alt="how to find cost of goods manufactured"/></p>
<p>These items are definitely considered goods, and these companies certainly have inventories of such goods. Both of these industries can list COGS on their income statements and claim them for tax purposes. COGS is an important metric on the financial statements as it is subtracted from a company’s revenues to determine its gross profit. The gross profit is a profitability measure that evaluates how efficient a company is in managing its labor and supplies in the production process. It includes a statement/schedule that shows the total production costs. In addition, it offers the costs involved during the production for a certain amount of time. Businesses need to track all direct  costs of processing goods for sale, including labor and material expenses.</p>
<h2 id="toc-3">How to calculate the COGM?</h2>
<p>Based on the above information, you are required to calculate the cost of goods manufactured. Mr. W has been working in the FEW manufacturing, and he has been asked to work on creating the cost sheet of the Product “FMG” and present the same in the next meeting. Therefore, the following details have been obtained from the production department. Since you already have the beginning inventory, subtract that amount from the total sales for the period to get your ending inventory. Here you can learn all about the costs of goods manufactured, how to review them, and all the tools you need to make this calculation.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/07/Objectives-Of-Ratio-Analysis-800x320-1.webp" width="259px" alt="how to find cost of goods manufactured"/></p>
<p>For that month, COGM could be substantial, whereas COGS is zero because no sales were generated. At the end of the quarter, $11,000 worth of furniture was still in the production process.</p>
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		<title>How to Create Multiple Streams of Income in Your 20s</title>
		<link>http://noveloman.com/wp/?p=822</link>
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		<pubDate>Wed, 03 Feb 2021 18:21:51 +0000</pubDate>
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		<description><![CDATA[Content Lessons I’ve learned building multiple online income streams Investment Learn from the wealthy “K, cool for you, Paige…but all of those income streams require an audience. Which I don’t have.” How can I make passive income with money? Do further research on the multistream income ideas from your mind map. This will help you<p class="readmore"> <a href="http://noveloman.com/wp/?p=822" title="Read How to Create Multiple Streams of Income in Your 20s">  CONTINUE READING ...</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">Lessons I’ve learned building multiple online income streams</a></li>
<li><a href="#toc-1">Investment</a></li>
<li><a href="#toc-2">Learn from the wealthy</a></li>
<li><a href="#toc-3">“K, cool for you, Paige…but all of those income streams require an audience. Which I don’t have.”</a></li>
<li><a href="#toc-6">How can I make passive income with money?</a></li>
</ul>
</div>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/07/09876543.webp" width="254px" alt="how to create multiple streams of income"/></p>
<p>Do further research on the multistream income ideas from your mind map. This will help you better understand what each idea involves, decide if it’s viable for you, and plan how to proceed. Two of the most popular options are the solo 401 and the SEP IRA. If you stash the cash in a traditional 401 or SEP IRA, you can take a tax break  on this year’s taxes.</p>
<ul>
<li>People can get laid off unexpectedly and lose their job due to factors that are completely out of their control.</li>
<li>At Prosper.com and LendingClub, the minimum investment per loan is $25.</li>
<li>E-commerce platforms like Spotify, WooCommerce, Magento, and Squarespace automate all aspects of what it takes to run a store.</li>
<li>Once you&#8217;ve mastered the first stream of income, then it&#8217;s time to systematize that stream so that it no longer requires your limited time and attention.</li>
<li>The content created by our editorial staff is objective, factual, and not influenced by our advertisers.</li>
</ul>
<p>BizBuySell can help you gauge the upfront investment you’ll need to buy your first set of machines . Once you secure areas where you can install them, a route of vending machines makes for a great cash-flowing source of largely passive income. Chances are, you have deep knowledge about a topic other people are more than willing to pay for. Try using that knowledge to write digital guides for passive income.</p>
<h2 id="toc-0">Lessons I’ve learned building multiple online income streams</h2>
<p>More specific examples of portfolio income include interest, capital gains, dividends, and royalties. If you have persistence, it can become a fun and lucrative way to make additional income that grows over time. Ride-share drivers can work for multiple companies at the same time, so you can drive for both Uber and Lyft at the same time to maximize your earnings. There’s no need for next-level editing skills when starting out. You can use a smartphone to film videos and edit them with free online software. As long as the content is valuable and engaging, you should bring in more viewers.</p>
<p>They figured out how  to build multiple streams of income – in addition to their primary source of revenue. Certain multiple income streams will work better together than others, <a href="https://www.bookstime.com/">https://www.bookstime.com/</a> so consider this when you’re choosing your next income source. For example, a lower time-intensive income stream like real estate might well alongside running a busy business.</p>
<h2 id="toc-1">Investment</h2>
<p>Getting a gig can be difficult when you have zero reviews and ask for a lot of money. You’ll also want to optimize your profile to get more sales using keywords, tags, and effective descriptions. When you sell an item, you pay the product’s <a href="https://www.bookstime.com/articles/how-to-create-multiple-streams-of-income">how to create multiple streams of income</a> original price and shipping costs. Dividend income by buying shares of a company and receiving dividend payments. Rental property does have tax advantages that investing doesn’t have, but I will touch on that at a latter time.</p>
<ul>
<li>This way, if one stream dries up, you’ll still have others to fall back on.</li>
<li>I already love doing YouTube videos and interviews and putting myself out there.</li>
<li>This would empower you to achieve your goals faster, help you generate long-term wealth, and protect you from the possibility of losing an income stream.</li>
<li>Expectancy Wealth Planning will show you how to create a financial roadmap for the rest of your life and give you all of the tools you need to follow it.</li>
</ul>
<p>Businesses, designers, publishers, and marketers are always looking for images to use in their content. Although pictures depicting people tend to be the most popular, there’s a demand for all kinds of photos. You can shoot food, nature, sports events, concerts, parties, street photography, and anything else.</p>
<h2 id="toc-2">Learn from the wealthy</h2>
<p>If you want to build a financially secure future, you cannot depend on just working hard at your job. You have to find a way to create additional income streams.</p>
<div style='border: black dashed 1px;padding: 10px;'>
<h3>How To Create Multiple Streams Of Income  Scoop News &#8211; Scoop</h3>
<p>How To Create Multiple Streams Of Income  Scoop News.</p>
<p>Posted: Thu, 07 Apr 2022 07:00:00 GMT [<a href='https://news.google.com/__i/rss/rd/articles/CBMiWmh0dHBzOi8vd3d3LnNjb29wLmNvLm56L3N0b3JpZXMvQlUyMjA0L1MwMDEyMC9ob3ctdG8tY3JlYXRlLW11bHRpcGxlLXN0cmVhbXMtb2YtaW5jb21lLmh0bdIBAA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>You have to keep in mind that time is actually much more valuable than money. As your own boss, you have full control of your money-making capacity and opportunities.</p>
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		<title>Book Value vs  Market Value: What&#8217;s the Difference?</title>
		<link>http://noveloman.com/wp/?p=1483</link>
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		<pubDate>Thu, 08 Oct 2020 07:06:01 +0000</pubDate>
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		<description><![CDATA[It can be the result of the company’s business problems, poor economic conditions, or simply investors erroneously undervaluing the company. Alternatively, if the company’s market value exceeds its book value, it is an indicator of the investors’ belief in its growth potential. The market value of a company will usually exceed its book valuation. The<p class="readmore"> <a href="http://noveloman.com/wp/?p=1483" title="Read Book Value vs  Market Value: What&#8217;s the Difference?">  CONTINUE READING ...</a> </p>]]></description>
				<content:encoded><![CDATA[<p>It can be the result of the company’s business problems, poor economic conditions, or simply investors erroneously undervaluing the company. Alternatively, if the company’s market value exceeds its book value, it is an indicator of the investors’ belief in its growth potential. The market value of a company will usually exceed its book valuation. The stock market assigns a higher value to most companies because they have more earnings power than their assets. It indicates that investors believe the company has excellent future prospects for growth, expansion, and increased profits. They may also think the company&#8217;s value is higher than what the current book valuation calculation shows.</p>
<p>You need to know the difference between book value vs. market value to know the accurate worth of your business and its assets. Market value can be easily determined for highly liquid assets such as equities or futures. The financial assets are generally traded on centralized exchanges, and their prices can be easily discovered. Companies with lots of real estate, machinery, inventory, and equipment tend to have large book values.  In contrast, gaming companies, consultancies, fashion designers, and trading firms may have very little.</p>
<h2>The Difference Between Book Value and Market Value</h2>
<p>That number is constant unless a company pursues specific corporate actions. Therefore, market value changes nearly always occur because of per-share price changes. If a company’s book value is equal to its market value, it could simply mean that the market is accurate in its valuation of its stocks. In other words, this situation may appeal to investors who don’t want to gamble on whether a stock is overvalued or undervalued. Book value generally refers to the historical cost of an asset minus any depreciation. In other words, book value is the amount someone has paid for an asset with an accounting for the depreciating properties of time and wear.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://kelleysbookkeeping.com/wp-content/uploads/2022/02/20-tax-deductions-ecommerce-businesses-need-to-9222-300x199.jpg" width="258px" alt="Book Vs Market Value"/></p>
<p>Now that we know the value of their assets, how much is the company worth on the stock market? The market value can be determined by multiplying the price per share with the current amount of stock outstanding. The book value would be determined based on what is shown on the balance sheet. In short, the book <a href="https://kelleysbookkeeping.com/changes-in-accounting-methods-from-cash-to/">https://kelleysbookkeeping.com/changes-in-accounting-methods-from-cash-to/</a> value of company ABC would be its total assets minus its total liabilities. Book value and market value are two important methodologies used by investors to determine the worth of asset types (stocks or bonds). The book value of a corporation is the worth of the firm as represented by its balance sheet.</p>
<h2>Changing Markets Affect on Valuations</h2>
<p>A lower price per book value provides a higher margin of safety. It implies that investors can recover more money if the company goes out of business. The price-to-book ratio is another name for the price per book value. Long-term investors also need to be wary of the occasional manias and panics that impact market values. Market values shot high above book valuations and common sense during the 1920s and the dotcom bubble. Market values for many companies actually fell below their book valuations following the stock market crash of 1929 and during the inflation of the 1970s.</p>
<ul>
<li>For example, a company buys a machine for $100,000 and subsequently records depreciation of $20,000 for that machine, resulting in a net book value of $80,000.</li>
<li>The market value of a stock or a bond is the worth of the asset based on the prices at which it is traded on the financial markets.</li>
<li>Like the stock market, where the value of stocks is always changing, the market value of your assets and business could be higher than what you paid one day and lower the next.</li>
<li>This information can be helpful in assessing a company&#8217;s financial health.</li>
<li>The balance sheet is a financial statement that shows a firm&#8217;s assets, liabilities, and equity at a particular moment in time.</li>
</ul>
<p>From basic accounting principles, we can derive that the book value helps determine the value of a company’s equity. In this sense, we’re talking about the equity value that the shareholders should receive in case of the company’s liquidation. On <a href="https://kelleysbookkeeping.com/book-vs-market-value/">Book Vs Market Value</a> the other hand, investors and traders are more interested in buying or selling a stock at a fair price. When used together, market value and book value can help investors determine whether a stock is fairly valued, overvalued, or undervalued.</p>
<h2>What is Market Value?</h2>
<p>In theory, if Bank of America liquidated all of its assets and paid down its&nbsp;liabilities, the bank  would&nbsp;have roughly&nbsp;$270 billion left over to pay shareholders. Although investors have many metrics for determining&nbsp;the valuation of a company&#8217;s stock, two of the most commonly used are book value and market value. Both valuations can be helpful in calculating&nbsp;whether a stock&nbsp;is fairly valued, overvalued, or undervalued. In this article, we&#8217;ll delve into the differences between the two and how they are used by investors and analysts. Finder.com is an independent comparison platform and information service that aims to provide you with the tools you need to make better decisions. While we are independent, the offers that appear on this site are from companies from which finder.com receives compensation.</p>
<ul>
<li>The book value of your company might also be higher than its market value.</li>
<li>From an accounting perspective, the book value of an asset can decrease as it depreciates over time.</li>
<li>In other words, neither the buyer nor the seller is obligated to buy or acquire anything.</li>
<li>Prior to a sale transaction, there is no reason to account for any differences in value between book value and market value.</li>
<li>If the company’s book value exceeds its market value, it can be an indicator of a loss of confidence in a company from the investors.</li>
</ul>
]]></content:encoded>
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		<title>Payroll Software Ultimate 2023 Guide Prices &amp; Features Comparisons</title>
		<link>http://noveloman.com/wp/?p=1389</link>
		<comments>http://noveloman.com/wp/?p=1389#comments</comments>
		<pubDate>Wed, 26 Aug 2020 07:23:43 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://noveloman.com/wp/?p=1389</guid>
		<description><![CDATA[Content Payroll Software Payroll managed by an agency Best for services What is payroll software? Six of the best payroll software providers for small business Types of Payroll Services Emma holds a BSc in Computer Science and has worked in software development for 15+ years as a support analyst, developer, and technical writer. Thousands of<p class="readmore"> <a href="http://noveloman.com/wp/?p=1389" title="Read Payroll Software Ultimate 2023 Guide Prices &#038; Features Comparisons">  CONTINUE READING ...</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">Payroll Software</a></li>
<li><a href="#toc-1">Payroll managed by an agency</a></li>
<li><a href="#toc-2">Best for services</a></li>
<li><a href="#toc-3">What is payroll software?</a></li>
<li><a href="#toc-4">Six of the best payroll software providers for small business</a></li>
<li><a href="#toc-5">Types of Payroll Services</a></li>
</ul>
</div>
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" width="253px" alt="Best Payroll Software for Small Businesses"/></p>
<p>Emma holds a BSc in Computer Science and has worked in software development for 15+ years as a support analyst, developer, and technical writer. Thousands of dollars are lost every year to businesses just because of a misplaced period or a forgotten zero. When machines do the work, that <a href="https://www.scoopbyte.com/the-role-of-real-estate-bookkeeping-services-in-customers-finances/">https://www.scoopbyte.com/the-role-of-real-estate-bookkeeping-services-in-customers-finances/</a> margin of error is reduced to negligible figures or erased altogether. Terms of Use, all representations and warranties regarding the information presented on this page are disclaimed. The information, including pricing, which appears on this site is subject to change at any time.</p>
<ul>
<li>A great payroll software provider should offer comprehensive support, including onboarding assistance, ongoing support, and training resources.</li>
<li>For example, BrightPay’s complex features like pensions, payments, and deductions allow you to operate several payrolls simultaneously from one platform.</li>
<li>Our HR and payroll software for small businesses in the UK keeps your data safe.</li>
<li>With this solution, you can create and send payslips to your staff via email.</li>
<li>Moorepay does not publish upfront costs on its website which means businesses need to ring up the contact team to get a bespoke quote.</li>
</ul>
<p>This feature also displays the balance of annual leave days on staff payslips. This software will always ensure that you stay on the right <a href="https://www.icsid.org/business/managing-cash-flow-in-construction-tips-from-accounting-professionals/">https://www.icsid.org/business/managing-cash-flow-in-construction-tips-from-accounting-professionals/</a> side of the law by submitting relevant payroll information to HMRC. It&#8217;s also RTI compliant helping you make all your submissions on time.</p>
<h2 id="toc-0">Payroll Software</h2>
<p>We recommend a cloud-based payroll solution as a lot of businesses have struggled to run their payroll during the COVID-19 pandemic. There are many different payroll services companies available, <a href="https://www.world-today-news.com/accountants-tips-for-effective-cash-flow-management-in-the-construction-industry/">construction bookkeeping</a> so it’s important to do your research before choosing one. Make sure to ask for quotes from several different companies, and read reviews from other businesses that have used their services.</p>
<p>Your payroll solution will then determine how much Employers’ National Insurance your business is going to have to pay on every worker’s salary. In addition to basic payroll processing, some online payroll services may also provide additional features, such as online contractor tracking and managing retirement plans. QuickBooks Payroll is one  of the UK’s top-rated accounting software, perfect for a sole trader, a limited company, or an accountant.</p>
<h2 id="toc-1">Payroll managed by an agency</h2>
<p>Our software and services are used by accountancy and education professionals, and teams in payroll, HR and finance to solve some of the most essential operational business problems. Payroll software is a tool designed to  simplify the process of paying employees. It can calculate wages, taxes, and deductions, which saves time and money while reducing errors.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="250px" alt="Best Payroll Software for Small Businesses"/></p>
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