Chapter 2: Problem 14
Define product cost. Describe three different purposes for computing product costs.
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Chapter 2: Problem 14
Define product cost. Describe three different purposes for computing product costs.
These are the key concepts you need to understand to accurately answer the question.
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Variable costs, fixed costs, total costs. Bridget Ashton is getting ready to open a small restaurantt She is on a tight budget and must choose between the following long-distance phone plans: Plan A: Pay 10 cents per minute of long-distance calling Plan B: Pay a fixed monthly fee of \$15 for up to 240 long-distance minutes and 8 cents per minute thereafter (if she uses fewer than 240 minutes in any month, she still pays S15 for the month) Plan C: Pay a fixed monthly fee of \$22 for up to 510 long- distance minutes and 5 cents per minute thereafter (i she uses fewer than 510 minutes, she still pays \(\$ 22\) for the month). 1\. Draw a graph of the total monthly costs of the three plans for differentlevels of monthly long-distance calling. 2\. Which plan should Ashton choose if she expects to make 100 minutes of long-distance calls? 240 minutes? 540 minutes?
Total costs and unit costs, service setting. National Training recently started a business providing training events for corporations. In order to better understand the profitability of the business, the owners asked you for an analysis of costs- -what costs are fixed, what costs are variable, and so on, for each training session. You have the following cost information: Trainer: \(\$ 11,000\) per session Materials: \(\$ 2,500\) per session and \(\$ 35\) per attendee Catering costs (subcontracted): Food: \(\$ 75\) per attendee Setup/cleanup: \(\$ 25\) per attendee Fixed fee: \(\$ 5,000\) per training session National Training is pleased with the service they use for the catering and have allowed them to place brochures on each dinner table as a form of advertising. In exchange, the caterer gives National Training a \(\$ 1,000\) discount per session. 1\. Draw a graph depicting fixed costs, variable costs, and total costs for each training session versus the number of guests. 2\. Suppose 100 persons attend the next event. What is National Training's total net cost and the cost per attendee? 3\. Suppose instead that 175 persons attend? What is National Training's total net cost and the cost per attendee? 4\. How should National Training charge customers for their services? Explain briefly.
Terminology, interpretation of statements (continuation of \(2-41\) ). 1\. Calculate total prime costs and total conversion costs. 2\. Calculate total inventoriable costs and period costs. 3\. Design costs and \(\mathrm{R} \& \mathrm{D}\) costs are not considered product costs for financial statement purposes. When might some of these costs be regarded as product costs? Give an example. 4\. Suppose that both the direct materials used and the depreciation on plant and equipment are related to the manufacture of 2 million units of product. Determine the unit cost for the direct materials assigned to those units and the unit cost for depreciation on plant and equipment. Assume that yearly depreciation is computed on a straight-line basis. 5\. Assume that the implied cost-behavior patterns in requirement 4 persist. That is, direct material costs behave as a variable cost and depreciation on plant and equipment behaves as a fixed cost. Repeat the computations in requirement \(4,\) assuming that the costs are being predicted for the manufacture of 3 million units of product. Determine the effect on total costs. 6\. Assume that depreciation on the equipment (but not the plant) is computed based on the number of units produced because the equipment deteriorates with units produced. The depreciation rate on equipment is \(\$ 1.50\) per unit. Calculate the depreciation on equipment assuming (a) 2 million units of product are produced and (b) 3 million units of product are produced.
Labor cost, overtime, and idle time. David Letterman works in the production department of Northeast Plastics (NEP) as a machine operator. David, a long- time employee of NEP, is paid on an hourly basis at a rate of \(\$ 24\) per hour. David works five 8 -hour shifts per week Monday-Friday (40 hours). Any time David works over and above these 40 hours is considered overtime for which he is paid at a rate of time and a half \((\$ 36\) per hour). If the overtime falls on weekends, David is paid at a rate of double time (\$48 per hour). David is also paid an additional \(\$ 24\) per hour for any holidays worked, even if it is part of his regular 40 hours. David is paid his regular wages even if the machines are down (not operating) due to regular machine maintenance, slow order periods, or unexpected mechanical problems. These hours are considered "idle time." During December David worked the following hours: Included in the total hours worked are two company holidays (Christmas Eve and Christmas Day) during Week \(4 .\) All overtime worked by David was Monday- Friday, except for the hours worked in Week 3 ; all of the Week 3 overtime hours were worked on a Saturday. 1\. Calculate (a) direct manufacturing labor, (b) idle time, (c) overtime and holiday premium, and (d) total earnings for David in December. 2\. Is idle time and overtime premium a direct or indirect cost of the products that David worked on in December? Explain.
What are three different types of inventory that manufacturing companies hold?
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