source<\/a>]<\/p>\n<\/div>\nCompute the number of equivalent units with respect to both materials used and conversion used in the production department for April using the weighted-average method. The production department in a process manufacturing system completed 78,000 units of product and transferred them to finished goods during a recent period. Of these units, 31,200 were in process at the beginning of the period. The other 46,800 units were started and completed during the period. At period-end, 17,400 units were in process.<\/p>\n<\/p>\n
Prepare the Molding department\u2019s production cost report using the weighted<\/h2>\n<\/p>\n
At the end of March, 15,000 additional units were in process in the production department and were 80% complete with respect to materials. The beginning inventory included materials cost of $57,500 and the production department incurred direct materials cost of $183,000 during December. Compute the direct materials cost per equivalent unit for the department using the weighted-average method. Its Welding Department completed and transferred out 100,000 units during the current period. The ending inventory in the Welding Department consists of 30,000 units (75% complete with respect to direct materials and 40% complete with respect to conversion costs). During April, the production department of a process manufacturing system completed a number of units of a product and transferred them to finished goods.<\/p>\n<\/p>\n
First, we need to calculate the cost of each year and the total cost. Moreover, that promise is consider to be legitim in court if it was stated in a written way in where both parties agree to the terms of use. The bill payment can be for the services such as electricity, water, food and many more. The short term consequence that can be related with the bill is one which can be resolved and not make the major loss to the individual. Present value of bonds payable; premium Moss Co. issued $42,000,000 of five-year, 11% bonds, with interest payable semiannually, at a market (effective) interest rate of 9%.<\/p>\n<\/p>\n
Economics of manufacturing<\/h2>\n<\/p>\n
\u25bc Management of interbank transfers Management of macroeconomic fluctuations Regulation The Fed fails Morgan Stanley in its stress test and orders the bank to improve its balance sheet by adding more capital. \u25bc Regulation Management of interbank transfers Management of macroeconomic fluctuations Click to select your answer. Under the absorption costing method, the fixed manufacturing overhead gets included in the unitary production cost. First, we need to calculate the unitary product cost. The negative costs of manufacturing can also be addressed legally.<\/p>\n<\/p>\n
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<\/p>\n
Manufacturing is the creation or production of goods with the help of equipment, labor, machines, tools, and chemical or biological processing or formulation. It is the essence of the secondary sector of the economy.[1][unreliable source? (Working with the balance\u200b sheet) The Caraway Seed Company grows heirloom tomatoes and sells their seeds.<\/p>\n<\/p>\n
First-in-first-out Method:<\/h2>\n<\/p>\n
The standard wage rate is $6.75 per direct labor hour. Manufacturing engineering is the field of engineering that designs and optimizes the manufacturing process, or the steps through which raw materials are transformed into a final product. The manufacturing process begins with the product design, and materials specification.<\/p>\n<\/p>\n
To enable a smooth conversion, it is typically necessary to evaluate the machines, equipment, and workstations for movability and adaptability, then develop a conversion plan. In many cases, it is helpful to mock-up a single manufacturing cell to assess its feasibility and performance. The figure to the right illustrates the flow in a cellular production environment, where parts are pulled into the system as signaled by customer demand. Which of the following activities of the central bank do not constitute monetary\u200b policy? The\u200b Fed’s dual mandate includes maintaining \u25bc low and predictable levels of inflation maximum and sustainable levels of money supply maximum and sustainable levels of unemployment .<\/p>\n<\/p>\n
Good News! We have found the answer to this question!<\/h2>\n<\/p>\n
They want to price their sheets lower than most brands but still want to earn an adequate margin on sales. The sheets come in a luxurious box that can be reused to store lingerie, jewelry, or other keepsakes. The Boll & Branch brand touts fair trade practices when sourcing its high-grade long-staple organic cotton from India. Assume wholesalers desire a 5percent margin and retailers get a 30percent margin, both based on their respective selling prices. After moving the equipment and ensuring quick changeover capabilities, organizations typically document new procedures for the new layout and train workers on the new production process.<\/p>\n<\/p>\n
\n
This Week-in-Review June 18th to June 24th – Stabroek News<\/h3>\n
This Week-in-Review June 18th to June 24th.<\/p>\n
Posted: Mon, 26 Jun 2023 21:02:35 GMT [source<\/a>]<\/p>\n<\/div>\n","protected":false},"excerpt":{"rendered":"Cellular manufacturing can also provide companies with the flexibility to vary product type or features on the production line in response to specific customer demands. The approach seeks to minimize the time it takes for a single product to flow through the entire production process. The production https:\/\/turbo-tax.org\/where-do-i-enter-schedule-c\/ department had $1,130,368 of direct materials and […]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[16],"tags":[],"_links":{"self":[{"href":"https:\/\/microfin.vn\/index.php\/wp-json\/wp\/v2\/posts\/358"}],"collection":[{"href":"https:\/\/microfin.vn\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/microfin.vn\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/microfin.vn\/index.php\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/microfin.vn\/index.php\/wp-json\/wp\/v2\/comments?post=358"}],"version-history":[{"count":1,"href":"https:\/\/microfin.vn\/index.php\/wp-json\/wp\/v2\/posts\/358\/revisions"}],"predecessor-version":[{"id":359,"href":"https:\/\/microfin.vn\/index.php\/wp-json\/wp\/v2\/posts\/358\/revisions\/359"}],"wp:attachment":[{"href":"https:\/\/microfin.vn\/index.php\/wp-json\/wp\/v2\/media?parent=358"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/microfin.vn\/index.php\/wp-json\/wp\/v2\/categories?post=358"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/microfin.vn\/index.php\/wp-json\/wp\/v2\/tags?post=358"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}