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width=\"356px\" alt=\"conversion costs formula\"\/><\/p>\n<p><p>For example, if the production department can communicate with the accounting department about the cost of raw materials. In that case, it can help ensure that everyone knows how costs are allocated. Material waste is a high cost for manufacturers, and reducing material waste can help reduce conversion costs.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"359px\" alt=\"conversion costs formula\"\/><\/p>\n<p><p>If your cost per conversion is less than your sales per conversion, great. If it is more, then you want to rethink the marketing campaign in question. One of the most important pieces of information you can get from the values of conversion cost is whether your&nbsp;marketing campaign&nbsp;is profitable and, therefore, worth the effort.<\/p>\n<\/p>\n<p><h2>How To Collect First-Party Data?<\/h2>\n<\/p>\n<p><p>First,&nbsp; when it comes to marketing campaigns, every business, from startups to established brands, should be able to measure its return on investment (ROI). Huawei\u2019s cell phone production unit incurs day-to-day expenditures to keep its business functioning, with a daily production capacity of 10,000. The firm wishes to calculate their conversion cost based on the information provided below. If we consider the average order value of these 1000 customers to be $40, the business generated total revenue of $40000. If we consider their markup to be about 50%, that means the company made a $20000 gross profit.<\/p>\n<\/p>\n<ul>\n<li>If your cost per conversion is too high, it could mean something is wrong with your ads.<\/li>\n<li>Identifying expenditures and keeping track of them gives a business its primary direction regarding income generation and profit margin calculation.<\/li>\n<li>For example, no matter the type of product you sell, you could add brands you don\u2019t carry to the negative keyword list.<\/li>\n<li>Prime cost is the sum of direct expenses, such as those for materials and labor, required to manufacture a product.<\/li>\n<li>These challenges can increase the total conversion cost of producing a product.<\/li>\n<\/ul>\n<p><p>To calculate cost per conversion, you will need to know the total cost of your marketing campaign and the number of conversions. Overhead costs are expenses incurred in the production of goods that cannot be directly linked to a manufacturing process. In other words, conversion costs are the expenses of transforming raw resources into a finished product that can be sold. During June, Excite Company\u2019s prime cost was $325,000 and conversion cost was $300,000.<\/p>\n<\/p>\n<p><h2>What is not included in conversion costs?<\/h2>\n<\/p>\n<p><p>Beginning inventory is used to calculate the average inventory for an accounting period. According to WordStream, the average conversion cost across all industries is $48.96 for search and $75.51 for display. An example of direct labor are the employees working on the assembly line of a manufacturer.<\/p>\n<\/p>\n<ul>\n<li>You can also use this metric to compare the cost per conversion of different marketing channels by dividing the cost of each channel by the number of conversions generated by that channel.<\/li>\n<li>Conversion cost, as the name implies, is the total cost that a manufacturing entity incurs to transform or convert its direct materials into salable or finished product.<\/li>\n<li>Once you do make changes to campaigns, you can use your conversion costs to confirm that your changes were effective.<\/li>\n<li>Learn how to integrate sales within your overall marketing strategy.<\/li>\n<li>In that case, it can help ensure that everyone knows how costs are allocated.<\/li>\n<li>That\u2019s why it is vital to keep a tab on metrics such as conversion cost.<\/li>\n<\/ul>\n<p><p>Yes, conversion costs are relevant for decision-making in a manufacturing business. These costs are directly related to the production process and can  impact the company&#8217;s overall profitability. Therefore, managers must consider conversion costs when pricing, production volumes, product mix, and outsourcing. Technology has made it easier for different departments within a company to communicate with each other about conversion costs. This can help ensure everyone is on the same page and working towards the same goals.<\/p>\n<\/p>\n<p><h2>Communication Challenges &#8211; How Does Outsourcing Impact Conversion Cost?<\/h2>\n<\/p>\n<p><p>So direct labor costs appear commonly in both prime costs and conversion costs. Once the direct labor cost and manufacturing overhead costs have been determined, they can be added together to calculate the total conversion cost for a specific product. This information is valuable to manufacturers because it helps them determine the selling price of their products that will cover their expenses and generate a profit. Conversion costs are the expenses experienced by manufacturers when transforming raw materials into finished items. It includes direct labor as well as any manufacturing overheads required to turn raw materials into a completed product. The main goal of prime costs is to help financial and operation managers set product prices, which will result in a significant profit.<\/p>\n<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h3>What is conversion cost percentage?<\/h3>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>This measure calculates the percentage of cost of goods sold (COGS) that comes from conversion costs. Conversion costs equate to the sum of labor and overhead costs.<\/p>\n<\/div><\/div>\n<\/div>\n<p><p>You do not have to guess when your target audience is most likely to be online. Visit the \u201cDimensions\u201d tab in Google Ads, and you will see when you get the most conversions. You can then use that information to decide if you should allocate more or less of your&nbsp;marketing budget&nbsp;to the campaign. If the average amount for each of those new sales is $100, then your campaign is doing well. On the other hand, if you are only averaging $25 per sale, this means you are spending more than you get back in the campaign.<\/p>\n<\/p>\n<p><h2>Prime Costs: Definition, Formula, Explanation, and Example<\/h2>\n<\/p>\n<p><p>The prime cost of making the bed will, therefore, be $740 ($500 for the raw materials + $240 for direct labor). And for an acceptable amount of profit, the price of the table should be above the total cost <a href=\"https:\/\/turbo-tax.org\/2021-irs-tax-refund-schedule\/\">https:\/\/turbo-tax.org\/2021-irs-tax-refund-schedule\/<\/a> of producing it; otherwise, anything below that means a loss. Generally speaking, every time you have to pay to get a visitor to convert, those costs add to the total value of your conversion costs.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"355px\" alt=\"conversion costs formula\"\/><\/p>\n<p><p>These costs include direct material and direct labor required to complete the work. Direct materials are the primary building blocks that form the basic makeup of each unit of end products. These tangible constituents of a product can be immediately identified when looking at the product. For instance, when you look at a wooden chair you can tell that it has been assembled by a carpenter using wood and nails. Thus, the wood and nails are classified as direct materials, and the carpenter is considered direct labor.<\/p>\n<\/p>\n<p><p>In the case of high conversion  costs, there is always room for improvement. If you do not like what you see when you calculate conversion costs, then you will want to see what steps you can take to reduce those costs. Some methods reallocate your budget, while other methods&nbsp;increase the total number of conversions&nbsp;or reduce total costs. Remember that after trying these methods, you can track your progress by recalculating the conversion cost and seeing if it has dropped.<\/p>\n<\/p>\n<div style='border: black solid 1px;padding: 12px;'>\n<h3>San Diego Plans to Buy More Hotels to Convert to Homeless &#8230; &#8211; Coronado Times Newspaper<\/h3>\n<p>San Diego Plans to Buy More Hotels to Convert to Homeless &#8230;.<\/p>\n<p>Posted: Mon, 29 May 2023 07:00:00 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMibGh0dHBzOi8vY29yb25hZG90aW1lcy5jb20vbmV3cy8yMDIzLzA1LzI5L3Nhbi1kaWVnby1wbGFucy10by1idXktbW9yZS1ob3RlbHMtdG8tY29udmVydC10by1ob21lbGVzcy1ob3VzaW5nL9IBAA?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p><p>Outsourcing production can give a manufacturing company access to specialized expertise that it may not have in-house. This can result in improved product quality and more efficient production processes. This, in turn, can reduce the total conversion cost of producing a product.<\/p>\n<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h3>What are examples of conversion in business?<\/h3>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<ul>\n<li>Signing up for emails.<\/li>\n<li>Filling out a contact form.<\/li>\n<li>Visiting certain pages on your website.<\/li>\n<li>Scheduling a demo.<\/li>\n<li>Starting a free trial.<\/li>\n<li>Making an initial purchase.<\/li>\n<li>Making a repeat purchase.<\/li>\n<li>Renewing a subscription.<\/li>\n<\/ul>\n<\/div><\/div>\n<\/div>\n","protected":false},"excerpt":{"rendered":"<p>For example, if the production department can communicate with the accounting department about the cost of raw materials. In that case, it can help ensure that everyone knows how costs are allocated. Material waste is a high cost for manufacturers, and reducing material waste can help reduce conversion costs. If your cost per conversion is [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"site-sidebar-layout":"default","site-content-layout":"","ast-site-content-layout":"default","site-content-style":"default","site-sidebar-style":"default","ast-global-header-display":"","ast-banner-title-visibility":"","ast-main-header-display":"","ast-hfb-above-header-display":"","ast-hfb-below-header-display":"","ast-hfb-mobile-header-display":"","site-post-title":"","ast-breadcrumbs-content":"","ast-featured-img":"","footer-sml-layout":"","ast-disable-related-posts":"","theme-transparent-header-meta":"","adv-header-id-meta":"","stick-header-meta":"","header-above-stick-meta":"","header-main-stick-meta":"","header-below-stick-meta":"","astra-migrate-meta-layouts":"default","ast-page-background-enabled":"default","ast-page-background-meta":{"desktop":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"tablet":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"mobile":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""}},"ast-content-background-meta":{"desktop":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"tablet":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"mobile":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""}},"footnotes":""},"categories":[1046],"tags":[],"class_list":["post-49488","post","type-post","status-publish","format-standard","hentry","category-bookkeeping"],"_links":{"self":[{"href":"https:\/\/ccm-swiss.com\/index.php\/wp-json\/wp\/v2\/posts\/49488","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/ccm-swiss.com\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/ccm-swiss.com\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/ccm-swiss.com\/index.php\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/ccm-swiss.com\/index.php\/wp-json\/wp\/v2\/comments?post=49488"}],"version-history":[{"count":1,"href":"https:\/\/ccm-swiss.com\/index.php\/wp-json\/wp\/v2\/posts\/49488\/revisions"}],"predecessor-version":[{"id":49489,"href":"https:\/\/ccm-swiss.com\/index.php\/wp-json\/wp\/v2\/posts\/49488\/revisions\/49489"}],"wp:attachment":[{"href":"https:\/\/ccm-swiss.com\/index.php\/wp-json\/wp\/v2\/media?parent=49488"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/ccm-swiss.com\/index.php\/wp-json\/wp\/v2\/categories?post=49488"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/ccm-swiss.com\/index.php\/wp-json\/wp\/v2\/tags?post=49488"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}