Answer to Question 1
Answer:
a. 160,000 / (650 + 150) 650 = 130,000
b. 160,000 / (650 + 150) 150 = 30,000
c. Setups: 40,000 / (3 + 7) = 4,000
Components: 120,000 / (30 + 50) = 1,500
(4,000 3) + (1,500 30) = 57,000
d. (4,000 7) + (1,500 50) = 103,000
e. Because the products do not all require the same proportionate shares of the overhead resources of setup hours and components, the ABC system provides different results than the traditional system which allocates overhead costs on the basis of direct labor hours. The ABC system considers some important differences in overhead resource requirements and thus provides a better picture of the costs from each grooming table style, provided that the activity measures are fairly estimated.
Answer to Question 2
Answer: A