{"id":1952,"date":"2022-04-05T04:37:57","date_gmt":"2022-04-05T07:37:57","guid":{"rendered":"http:\/\/newways.com.br\/?p=1952"},"modified":"2022-10-24T11:10:07","modified_gmt":"2022-10-24T14:10:07","slug":"fixed-and-variable-costs","status":"publish","type":"post","link":"http:\/\/newways.com.br\/?p=1952","title":{"rendered":"Fixed and Variable Costs"},"content":{"rendered":"<div id=\"toc\" style=\"background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;\">\n<p class=\"toctitle\" style=\"font-weight: 700;text-align: center;\">Content<\/p>\n<ul class=\"toc_list\">\n<li><a href=\"#toc-0\">Key Differences Between Fixed Cost and Variable Cost<\/a><\/li>\n<li><a href=\"#toc-1\">Mixed Costs:<\/a><\/li>\n<li><a href=\"#toc-2\">Definition of Variable Cost<\/a><\/li>\n<li><a href=\"#toc-3\">Want More Helpful Articles About Running a Business?<\/a><\/li>\n<li><a href=\"#toc-5\">What Is the Formula for Total Variable Cost?<\/a><\/li>\n<\/ul>\n<\/div>\n<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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width=\"251px\" alt=\"total variable costs change proportionately with changes in output activity.\"\/><\/p>\n<p>This variability of fixed cost per unit creates problems in product costing. The cost per unit depends on the number of units produced or the level of activity achieved. Although fixed costs do not vary with changes in production or sales volume, they may change over time. As a result, fixed costs are sometimes called period costs. Some fixed costs are incurred at the discretion of a company&#8217;s management, such as advertising and promotional expense, while others are not.<\/p>\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"251px\" alt=\"total variable costs change proportionately with changes in output activity.\"\/><\/p>\n<p>Variable costs may be caused by a variety of different activity bases. Gasoline consumption in your <a href=\"https:\/\/online-accounting.net\/\">https:\/\/online-accounting.net\/<\/a> car is largely determined by the number of miles driven and the speed at which you travel.<\/p>\n<h2 id=\"toc-0\">Key Differences Between Fixed Cost and Variable Cost<\/h2>\n<p>6.Types of Cost Behavior Patterns Recall the summary of our cost behavior discussion from an earlier chapter. 3.Types of Cost Behavior Patterns Recall the summary of our cost behavior discussion from an earlier chapter. Wages paid to a cost accountant department supervisor would be included in administrative expenses and classified as a period cost. He margin of safety ratio is computed by dividing the margin of safety in dollars of $180,000 ($600,000 &#8211; $420,000) by actual sales of $600,000. The relevant range is the range over which the company expects to operate during a year. Outside of the relevant range, costs do not always behave in a linear fashion.<\/p>\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"259px\" alt=\"total variable costs change proportionately with changes in output activity.\"\/><\/p>\n<p>Because commissions rise and fall in line with whatever underlying qualification the salesperson must hit, the expense varies (i.e. is variable) with different activity levels. By solving this equation mathematically, we can calculate the variable cost at different levels of production. Fixed costs are those who are not expected to change in total within the current budget year, irrespective of variations in the volume of activity. 5- The calculation of the answer is a bit more complex, but we see that total fixed cost equal two thousand dollars. 5- Part I One type of fixed cost is known as committed fixed costs .<\/p>\n<h2 id=\"toc-1\">Mixed Costs:<\/h2>\n<p>Costs are fixed for a set level of production or consumption and become variable after this production level is exceeded. If no production occurs, a fixed cost is often still incurred. The total variable costs changes proportionately with respect to the changes in the level of activity. However, the unit variable costs remains constant irrespective to the changes in the level of activity. Within a relevant range, total fixed costs are constant even if units increase. Variable costs change in direct proportion to the level of production.<\/p>\n<p>The fixed part of a semi-variable cost usually represents a minimum fee for making a particular item or service available. The variable portion is the cost charged for actually using the service. Maintenance is another common example of a semi-variable cost. Some level of maintenance is required to prevent the deterioration of buildings and equipment, and additional maintenance is required as the use of these assets increases. In this method, we compare two-level of production with the number of expenses in these levels. Variable cost will be calculated with the following method.<\/p>\n<h2 id=\"toc-2\">Definition of Variable Cost<\/h2>\n<p>If circumstances differ from those upon which variability or fixity was determined, they will not be correct under changed conditions. Some fixed costs can be quickly altered by managerial action and are called discretionary costs.<\/p>\n<p>Another definition of semi-variable cost views it as one that varies with increases or decreases in production volume, but not proportionately. At the same time, semi-variable costs cannot remain static at all times. 5- Part I The first step in the process is to identify the high level of activity and its related total cost and the low level of activity with its related total cost.<\/p>\n<h2 id=\"toc-3\">Want More Helpful Articles About Running a Business?<\/h2>\n<p>If the production level increases, the variable cost\u2019s proportion will increase at the same rate. Fixed costs are allocated under the absorption basis of cost accounting. Under this arrangement, fixed manufacturing overhead costs are proportionally assigned to the units produced in a reporting period, and so are recorded as assets. Exhibit 2.8 shows two possible relations between total volume and average variable cost per unit of activity based on cost and units data as given in Exhibit 2.7.<\/p>\n<p>The amount of income or loss at each level of sales can be derived from the total sales and total cost lines in a CVP graph. The amount available to cover fixed costs and contribute to profits. Mixed costs consist of a variable cost element and a fixed cost element. These costs are often time-related, such as the monthly salaries or the rent. A variable cost changes in proportion to changes in the volume in activity. The &#8220;flex&#8221; in a flexible budget relates solely to variable costs.<\/p>\n<p>The articles and research support materials available on this site are educational and are not intended to be investment or tax advice. All such information is provided solely for convenience purposes only and all users thereof should be guided accordingly. The service charges  are fixed but the cost of additional telephones and long-distance charges are variable because they depend on monthly use. These things provide the capacity to manufacture and sell. The continuing costs of having capacity incurred in anticipation of future activity are termed as \u201ccapacity costs.\u201d In case capacity is utilized, additional costs are incurred.<\/p>\n<div style='border: black solid 1px;padding: 14px;'>\n<h3>Form S-1\/A Curative Biotechnology &#8211; StreetInsider.com<\/h3>\n<p>Form S-1\/A Curative Biotechnology.<\/p>\n<p>Posted: Thu, 01 Sep 2022 17:24:56 GMT [<a href='https:\/\/www.streetinsider.com\/SEC+Filings\/Form+S-1A+Curative+Biotechnology\/20541215.html' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p>Your total utility bill has both a fixed and variable element. The graph demonstrates the nature of a normal utility <a href=\"https:\/\/online-accounting.net\/understanding-variable-cost-vs-fixed-cost\/\">total variable costs change proportionately with changes in output activity.<\/a> bill. Part I In many industries we see a trend toward greater fixed costs relative to variable costs.<\/p>\n<h2 id=\"toc-5\">What Is the Formula for Total Variable Cost?<\/h2>\n<p>Fuel costs, for example, are variable costs for a service business that rise  when it has to travel to customers and stay low when there are few calls. Cost-volume-profit analysis looks at the impact that varying levels of sales and product costs have on operating profit. The company faces the risk of loss if it produces less than 20,000 units. However, anything above this has limitless potential for yielding benefit for the company. Therefore, leverage rewards the company not choosing variable costs as long as the company can produce enough output. Commissions are often a percentage of a sales proceeds that is awarded to a company as additional compensation. If no sales are executed, there is no commission expense.<\/p>\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"250px\" alt=\"total variable costs change proportionately with changes in output activity.\"\/><\/p>\n<p>It is important to understand the behavior of the different types of expenses as production or sales volume increases. Total fixed costs remain unchanged as volume increases, while fixed costs per unit decline. For example, if a bicycle business had total fixed costs of $1,000 and only produced one bike, then the full $1,000 in fixed costs must be applied to that bike. On the other hand, if the same business produced 10 bikes, then the fixed costs per unit decline to $100. Total variable costs increase proportionately as volume increases, while variable costs per unit remain unchanged.<\/p>\n<p>Suppose, a cost accountant says that in the total semi-variable cost, there may be a 30% fixed cost and 70 % variable cost. Now the total semi-variable cost will be divided on this basis. After this, we do judgment and select a point where will be our fixed cost in semi-variable cost. This line shows the fixed cost, which will not be changed after changing output. All the fixed costs are taken as periodical costs, and it is charged to the profit and loss account of that year when it occurred. Plant and equipment depreciation, taxes, insurance premium, rate and rent charges are examples of committed costs.<\/p>\n<ul>\n<li>In other words, it is the underlying assumption when we comment on certain costs to be fixed or variable.<\/li>\n<li>If no production occurs, a fixed cost is often still incurred.<\/li>\n<li>Fixed Cost is definite; it will incur even when there is no units are produced.<\/li>\n<li>Follow the same procedures we used earlier to enter the total cost values in the Known underscore y\u2019s and the number of meals in the Known underscore x\u2019s spaces.<\/li>\n<li>Only costs that change in total with changes in production level are included in product costs.<\/li>\n<li>This is important because most business planning activities require that expenses be easily segregated into these two categories.<\/li>\n<\/ul>\n<p>The lowest production level occurred in January, when the company produced just 800 units costing $93,000. The profit is determined by deducting the total fixed cost from the contribution margin. The contribution margin is ascertained by deducting the total variable cost from sales. 5- Number four is not correct because total variable costs increase as activity increases within the relevant range and decrease as activity decreases within the relevant range. Variable costs are directly related to the cost of production of goods or services, while fixed costs do not vary with the level of production.<\/p>\n<ul>\n<li>5- Using the same data, calculate the total fixed cost portion of sales salaries and commissions.<\/li>\n<li>An increase of 50% in output brings only a 20% increases in his earnings.<\/li>\n<li>The equation can help them calculate the number of units and the dollar volume that would be needed to make a profit and decide whether these numbers seem credible.<\/li>\n<li>That is, on a graph paper, a variable cost line appears as unbroken straight line in place of a curve.<\/li>\n<li>CEOs and CFOs must certify that financial statements give a fair presentation of the company\u2019s operating results.<\/li>\n<li>However, the unit variable costs remains constant irrespective to the changes in the level of activity.<\/li>\n<\/ul>\n","protected":false},"excerpt":{"rendered":"<p>Content Key Differences Between Fixed Cost and Variable Cost Mixed Costs: Definition of Variable Cost Want More Helpful Articles About Running a Business? What Is the Formula for Total Variable Cost? This variability of fixed cost per unit creates problems in product costing. The cost per unit depends on the number of units produced or&hellip; <a class=\"more-link\" href=\"http:\/\/newways.com.br\/?p=1952\">Continue reading <span class=\"screen-reader-text\">Fixed and Variable Costs<\/span><\/a><\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[418],"tags":[],"_links":{"self":[{"href":"http:\/\/newways.com.br\/index.php?rest_route=\/wp\/v2\/posts\/1952"}],"collection":[{"href":"http:\/\/newways.com.br\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/newways.com.br\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/newways.com.br\/index.php?rest_route=\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"http:\/\/newways.com.br\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=1952"}],"version-history":[{"count":1,"href":"http:\/\/newways.com.br\/index.php?rest_route=\/wp\/v2\/posts\/1952\/revisions"}],"predecessor-version":[{"id":1953,"href":"http:\/\/newways.com.br\/index.php?rest_route=\/wp\/v2\/posts\/1952\/revisions\/1953"}],"wp:attachment":[{"href":"http:\/\/newways.com.br\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=1952"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/newways.com.br\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=1952"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/newways.com.br\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=1952"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}