{"id":126303,"date":"2021-02-17T20:26:47","date_gmt":"2021-02-17T13:26:47","guid":{"rendered":"https:\/\/drdrink.co.th\/?p=126303"},"modified":"2022-09-16T19:22:25","modified_gmt":"2022-09-16T12:22:25","slug":"formula-for-cost-per-unit-calculation-with","status":"publish","type":"post","link":"https:\/\/drdrink.co.th\/?p=126303","title":{"rendered":"Formula for Cost Per Unit Calculation With Examples"},"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\">Single- Vs. Multi-Core Scores<\/a><\/li>\n<li><a href=\"#toc-1\">Hierarchy and Raw Hierarchy view<\/a><\/li>\n<li><a href=\"#toc-2\">A Member Of The STANDS4 Network<\/a><\/li>\n<li><a href=\"#toc-3\">Check out today&#8217;s top deals<\/a><\/li>\n<li><a href=\"#toc-4\">PVU Table per Core (section 2 of 2 &#8211; x<\/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=\"255px\" alt=\"How To Calculate Marketing Cost Per Unit Mcpu\"\/><\/p>\n<p>Cost per unit identifies the relationship between production costs, logistics costs, and gross profits. When you don&#8217;t have deep pockets, every dollar in your marketing <a href=\"https:\/\/accounting-services.net\/how-to-calculate-marketing-cost-per-unit-mcpu\/\">How To Calculate Marketing Cost Per Unit Mcpu<\/a> budget counts and you need to allocate your money as effectively as possible. Scores are often measured in \u201cmarks\u201d (or another program-specific term).<\/p>\n<ul>\n<li>On the CPU side, one of the most powerful Intel processors on the market today is the Intel Core i9 series.<\/li>\n<li>But for all its success in maintaining market share, HP was struggling to turn a dollar.<\/li>\n<li>Two-part pricing breaks the actual price into two parts; a fixed service fee plus a variable consumption rate.<\/li>\n<li>This is why ecommerce companies that sell their own goods must calculate and monitor their cost per unit over time.<\/li>\n<\/ul>\n<p>Outbound information transfer is calculated in GB and billed at a flat rate. There is no charge for outbound data to different Google APIs in the same region, nor for inbound data. Otherwise, outbound data of up to 5GB per month is free, while outbound egress data is priced at $0.12 per GB. Dedicated-core instances\u2014possessing up to 624 GB of memory and 96 vCPUs\u2014are billed according to the amount of memory and number of cores they have. For example, while egress traffic between VMs within the same zone is free, this is only the case if you use the internal IP address.<\/p>\n<h2 id=\"toc-0\">Single- Vs. Multi-Core Scores<\/h2>\n<p>Configure a blacklist to discard the packets sent from the blacklisted users.If a user sends attack packets to the switch, you can specify the characteristics of these packets in an ACL and apply the ACL to a blacklist. When the packets from this user are sent to the switch&#8217;s CPU, the switch discards the packets. If the top tasks on your switch are not included in the preceding table, see What Are CPU and CPU Usage? (xavier_de-) is the supply chain development director of HP\u2019s Personal Systems Group. Although demand grew fivefold between 1990 and 1997, the products had become household staples, and it was difficult for companies to differentiate their  offerings.<\/p>\n<p>Luxurification in society can be seen when middle class members of society, are willing to pay premium prices for a service or product of the highest quality when compared with similar goods. Examples of this can be seen with items such as clothing and electronics. Charging a premium price for a product also makes it more inaccessible and helps it gain an exclusive appeal. Luxury brands such as Louis Vuitton and Gucci are more than just clothing and become more of a status symbol. This approach which is often used in the pricing of high technology products and services, is based on the insight that manufacturers learn to trim production costs over time in a phenomenon known as experience effects. A traditional tactic used in outsourcing that uses a fixed fee for a fixed volume of services, with variations on fees for volumes above or below target thresholds.<\/p>\n<h2 id=\"toc-1\">Hierarchy and Raw Hierarchy view<\/h2>\n<p>This is the refresh interval as defined by a screen\u2019s refresh rate. Digital People specializes in creative, interactive and marketing staffing, whether clients need a freelancer to cover a project or the right person for a direct-hire situation. If you have a limited amount to work with but have the ability to add to your gaming rig periodically, then making incremental, more cost-effective updates might make sense. Graphics cards are available in configurations such as half-height, full-height, single slot, dual-slot, and more.<\/p>\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width=\"257px\" alt=\"How To Calculate Marketing Cost Per Unit Mcpu\"\/><\/p>\n<p>For many, the GPU is universally lauded as the most important for PC gaming. That\u2019s because the GPU is what actually renders the images, scenes, and animations that you see.<\/p>\n<h2 id=\"toc-2\">A Member Of The STANDS4 Network<\/h2>\n<p>To change the column that orders the table, click the table column\u2019s header.Raw HierarchyDisplays the timing data in a hierarchical structure that is similar to the call stacks where the timing occurred. Unity lists each call stack separately in this mode instead of merging them, as it does in Hierarchy view.<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h3>What is typical CAC?<\/h3>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>The average Customer Acquisition Cost (CAC) varies from different industries, and for the e-commerce industry, its average CAC is around $45.<\/p>\n<\/div><\/div>\n<\/div>\n<p>Pricing at the industry level focuses on the overall economics of the industry, including supplier price changes and customer demand changes. News report by Voice of America about ticket prices at the 2016 World Series, the first world series game at Wrigley Field in 71 years. Psychological pricing is a range of tactics designed to have a positive psychological impact. Price tags using the terminal digit &#8220;9&#8221;, ($9.99, $19.99 or $199.99) can be used to signal price points and bring an item in at just under the consumer&#8217;s reservation price. Psychological pricing is widely used in a variety of retail settings. Price signaling is where the price is used as an indicator of some other attribute.<\/p>\n<h2 id=\"toc-3\">Check out today&#8217;s top deals<\/h2>\n<p>Exit fees are often found in financial services, telecommunications services and aged care facilities. Discrete Pricing occurs when prices are set at a level that the price comes within the competence of the decision making unit . This method of pricing is often used in B2B contexts where the purchasing officer may be authorized to make purchases up to a predetermined level, beyond which decisions must go to a committee for authorization.<\/p>\n<ul>\n<li>Locate the fault based on the collected command output of each switch.<\/li>\n<li>After all, deadstock will only block capital and hike holding fees.<\/li>\n<li>Obsolescence costs for products still unsold when new models are introduced.<\/li>\n<li>The platform features a variety of hosted services, including infrastructure as a service and platform as a service , for application development, storage, and compute, which run on Google data centers\u2019 hardware.<\/li>\n<li>After all, the way that we &#8211; and our marketing efforts &#8211; are ultimately judged is by how many units of a product or service we&#8217;ve sold in a given period.<\/li>\n<\/ul>\n<p>View the log to check whether interfaces alternate between Up and Down. If <a href=\"https:\/\/accounting-services.net\/\">https:\/\/accounting-services.net\/<\/a> link flapping or congestion occurs, check the  link on the interface.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Content Single- Vs. Multi-Core Scores Hierarchy and Raw &hellip; <a href=\"https:\/\/drdrink.co.th\/?p=126303\" class=\"more-link\">Continue reading<span class=\"screen-reader-text\"> &#8220;Formula for Cost Per Unit Calculation With Examples&#8221;<\/span><\/a><\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[8433],"tags":[],"_links":{"self":[{"href":"https:\/\/drdrink.co.th\/index.php?rest_route=\/wp\/v2\/posts\/126303"}],"collection":[{"href":"https:\/\/drdrink.co.th\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/drdrink.co.th\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/drdrink.co.th\/index.php?rest_route=\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/drdrink.co.th\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=126303"}],"version-history":[{"count":1,"href":"https:\/\/drdrink.co.th\/index.php?rest_route=\/wp\/v2\/posts\/126303\/revisions"}],"predecessor-version":[{"id":126304,"href":"https:\/\/drdrink.co.th\/index.php?rest_route=\/wp\/v2\/posts\/126303\/revisions\/126304"}],"wp:attachment":[{"href":"https:\/\/drdrink.co.th\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=126303"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/drdrink.co.th\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=126303"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/drdrink.co.th\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=126303"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}