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    the relevant cost is the cargo cost only. Therefore‚ profit contribution of carrying I ton of tapioca from Balik and Singapore: Expected revenue $5.10 Less freight cost (0.25+0.56) 0.81 Profit Contibution 4.29 From Singapore to Balik: Expected Revenue $2.70 Less freight cost (0.16+0.32+0

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    1: Score 0/4 Your response Exercise 5-1 Fixed and Variable Cost Behavior [LO1] Espresso Express operates a number of espresso coffee stands in busy suburban malls. The fixed weekly expense of a coffee stand is $1‚200 and the variable cost per cup of coffee served is $0.22. Requirement 1: Fill in the following table with your estimates of total costs and cost per cup of coffee at the indicated levels of activity for a coffee stand. (Round average cost per cup of coffee to 3 decimal places. Omit

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    large company. Actual costs Static Incurred budget Activity level (in units) 800 750 Variable costs: Indirect materials $6‚850 $6‚600 Electricity $1‚312 $1‚275 Fixed costs: Administration $3‚570

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    Analysis Understand how cost behavior and cost-volume-profit analysis are used by managers. 2 Questions Addressed by CVP Analysis  How much must I sell to earn my desired income?  How will income be affected if I reduce selling prices to increase sales volume?  What will happen to profitability if I expand capacity? 3 Cost-Profit-Volume Analysis  What is cost-volume-profit analysis? It is the study of the effects of output volume on revenue (sales)‚ expenses (costs)‚ and net income (net profit)

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    Variable costs are those costs that increase as the output the restaurant increases. As example‚ assume for the Teen Burger Direct Materials cost $1.50 per burger. A day with one thousand burgers sold would cost of $1500 dollars. In comparison‚ a day with two thousand burgers sold would cost $3000 dollars. While the cost per Teen Burger remains constant the total cost per day varies with the output each given day. Electricity costs would increase in the same fashion as each time a burger is cooked

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    inventory. Costs involved in production are: Direct material $5 Direct labor $4 Variable manufacturing overhead $3 Total variable manufacturing costs per unit $12 Fixed manufacturing overhead cost per year $180‚000 In addition‚ the company has fixed selling and administrative costs of $160‚000 per year. Exercise 5-11. During the year‚ Summit produces 50‚000 snow shovels and sells 45‚000 snow shovels. What is the value of ending inventory using full costing? Fixed manufacturing

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    process‚ beginning: Units in beginning work-in-process inventory | 400 | Materials costs | $6‚900 | Conversion costs | $2‚500 | Percentage complete for materials | 80% | Percentage complete for conversion | 15% | Units started into production during the month | 6‚000 | Units transferred to the next department during the month | 5‚000 | Materials costs added during the month | $112‚500 | Conversion costs added during the month | $210‚300 | Ending work in process: Units in ending work-in-process

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    follows. Cost Items and Account Balances $ Administrative salaries 15‚500 Advertising for helmets 11‚000 Cash ‚ December 1 0 Depreciation – Factory Building 1‚500 Depreciation – Office Equipment 800 Insurance – Factory Building 1‚500 Miscellaneous expenses - Factory 1‚000 Office supplies expense 300 Professional Fees 500 Property Taxes - Factory Building 400 Raw material used 70‚000 Rent on production equipment 6‚000 Research & development 10‚000 Sales commission 40‚000 Utility Costs - Factory

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    Quiz – Chapter 17 – Solution 1. Rider Company sells a single product. The product has a selling price of $40 per unit and variable expenses of $15 per unit. The company’s fixed expenses total $30‚000 per year. The company’s break-even point in terms of total dollar sales is: A) $100‚000. B) $80‚000. C) $60‚000. D) $48‚000. The answer is d. CMR = (P-V)/P = ($40 - $15)/$40 = 62.5% Px = F/ (CMR) Px = $30‚000/.625 = $48‚000 Use the following to answer questions 2-3: Weiss Corporation produces two models

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    BUSINESS MATHEMATICS: ASSIGNMENT - “Section” 5.1‚ page 182. (1) Write the general form of a linear function involving five independent variables. (2) Assume that the salesperson in Example 1 (page 177) has a salary goal of $800 per week. If product B is not available one week‚ how many units of product A must be sold to meet the salary goal? If product A is unavailable‚ how many units be sold of product B? (3) Assume in Example 1 (page 177) that the salesperson receives a bonus when combined

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