Bruce Corporation makes four products in a single facility. These products have the following unit product costs: Products A B C D Direct materials $ 15.50 $ 11.40 $ 12.20 $ 11.80 Direct labor 20.60 28.60 34.80 41.60 Variable manufacturing overhead 5.50 3.90 3.80 4.40 Fixed manufacturing overhead 27.70 36.00 27.80 38.40 Unit product cost $ 69.30 $ 79.90 $ 78.60 $ 96.20 Additional data concerning these products are listed below. Products A B C D Grinding minutes per unit 5.00 6.50 5.50 4.60 Selling price per unit $ 77.30 $ 94.70 $ 88.60 $ 105.40 Variable selling cost per unit $ 3.40 $ 2.40 $ 4.50 $ 2.80 Monthly demand in units 5,200 5,200 4,200 3,200 The grinding machines are potentially the constraint in the production facility. A total of 54,800 minutes are available per month on these machines. Direct labor is a variable cost in this company. How many minutes of grinding machine time would be required to satisfy demand for all four products

How many minutes of grinding machine time would be required to satisfy demand for all four products = 97,620 minutes.

Explanation:

The minutes of grinding machine required to satisfy demand for all four products -

Grinding time of Product A = Grinding minutes per unit of Product A * Monthly demand in units of Product A

= 5.0 * 5,200 = 26,000

Grinding time of Product B = Grinding minutes per unit of Product B * Monthly demand in units of Product B

= 6.50 * 5,200 = 33,800

Grinding time of Product C = Grinding minutes per unit of Product C * Monthly demand in units of Product C

= 5.50 * 4,200 = 23,100

Grinding time of Product D = Grinding minutes per unit of Product D * Monthly demand in units of Product D

= 4.60 * 3,200 = 14,720

The minutes of grinding machine required to satisfy demand for all four products =

= 26,000 + 33,800 + 23,100 + 14,720

= 97,620 minutes.

the answer is a.

by: nicholas dooley

answer; /// the use of a bank credit card to make purchase;