Question

In: Accounting

Brown Corporation makes four products in a single facility. These products have the following unit product...

Brown Corporation makes four products in a single facility. These products have the following unit product costs:


Products

A B C D
  Direct materials $13.10 $9.00 $9.80 $9.40
  Direct labor 18.20 26.20 32.40 39.20
  Variable manufacturing overhead 3.10 1.50 1.40 2.00
  Fixed manufacturing overhead

25.30

33.60

25.40

36.00

  Unit product cost

$59.70

$70.30

$69.00

$86.60


Additional data concerning these products are listed below.


Products

A B C D
  Grinding minutes per unit 2.60 3.20 3.10 2.20
  Selling price per unit $74.90 $92.30 $86.20 $103.00  
  Variable selling cost per unit $ 1.00 $ .20 $ 2.10 $   .40
  Monthly demand in units 2,800 2,800 1,800 2,000


The grinding machines are potentially the constraint in the production facility. A total of 25,400 minutes are available per month on these machines.


Direct labor is a variable cost in this company.


Up to how much should the company be willing to pay for one additional minute of grinding machine time if the company has made the best use of the existing grinding machine capacity? (Round your intermediate calculations and final answer to 2 decimal places.)

Solutions

Expert Solution

A B C D Total
Selling price 74.9 92.3 86.20 103
Less: Vvraiable cost
Material 13.1 9 9.8 9.4
labour 18.2 26.2 32.40 39.2
Variable MFg OH 3.1 1.5 1.40 2
Variable selling expense 1 0.2 2.10 0.4
Contribution margin per unit 39.5 55.4 40.5 52
Divide: Grinding minutes 2.6 3.2 3.10 2.2
Contribution per grinding minute 15.19 17.31 13.06 23.64
Ranking III II IV I
Monthly demand 2800 2800 1800.00 2000
Grinding minutes per unit 2.6 3.2 3.10 2.2
Total Grinding minutes 7280 8960 5580 4400 26220
Total Available minutes 25400
Deficit to be adjusted in Product C 820.00 820
This suggests that with additional minutes available only Product C can be produced.
The company will be willing to pay contribution per minute earned from Product C
Therefore the maximum company is willing to pay is $ 13.06 per minute.

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