1. For many years, Leno Corporation has used a straightforward cost-plus pricing system, marking its...
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Accounting
1. For many years, Leno Corporation has used a straightforward cost-plus pricing system, marking its goods up approximately 25 percent of total cost. The company has been profitable; however, it has recently lost considerable business to foreign competitors that have become very aggressive in the marketplace. These firms appear to be using target costing.
An example of Lenos problem is typified by item no. 8976, which has the following unit-cost characteristics:
Direct material | $ | 100 | |
Direct labor | 230 | ||
Manufacturing overhead | 150 | ||
Selling and administrative expenses | 80 | ||
The going market price for an identical product of comparable quality is $610, which is significantly below what Leno is charging.
-What is Lenos current selling price of item no. 8976?
-If Leno used target costing for item no. 8976, what must happen to costs if the company desires to meet the market price and maintain its current rate of profit on sales? By how much?
-Suppose that by previous cost-cutting drives, costs had already been pared to the bone on item no. 8976. What might Leno be forced to do with its markup on cost to remain competitive? By how much?
-iTRUE OR FALSE) in many industries, prices are the result of an interaction between market forces and costs.
2. The following data pertain to Lawn Master Corporations top-of-the-line lawn mower.
Variable manufacturing cost | $ | 317 | |
Applied fixed manufacturing cost | 41 | ||
Variable selling and administrative cost | 62 | ||
Allocated fixed selling and administrative cost | ? | ||
To achieve a target price of $516 per lawn mower, the markup percentage is 12.1 percent on total unit cost.
Required:
- What is the fixed selling and administrative cost allocated to each unit of Lawn Masters top-of-the-line mower? (Do not round your intermediate computations. Round your final answer to the nearest dollar amount.)
- For each of the following cost bases, develop a cost-plus pricing formula that will result in a target price of $516 per mower: (Round your percentage answers to 2 decimal places (i.e., .1234 should be entered as 12.34).)
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