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Chapter 4 A company has two products: A and B. It uses activity-based costing and has prepared the following analysis showing

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Answer #1

1. Approximate total overhead cost for each product for the budget period.

Step 1: Activity costs per unit

Activity Cost

Pool

Budgeted

Cost ($)

Hours for

Product A

Hours for

Product B

Total Units

Activity Cost

per unit ($)

A B C D = B + C A / D
Activity 1 87,000 3,000 2,800 5,800 15
Activity 2 62,000 4,500 5,500 10,000 6.2
Activity 3 93,000 2,500 5,250 7,750 12

Step 2: Computation of Overhead cost:

Activity Cost

Pool

Activity Cost

per unit ($)

Hours for

Product A

Overhead Cost

of Product A ($)

Hours for

Product B

Overhead Cost

of Product B ($)

A B A * B C A * C
Activity 1 15 3,000 45,000 2,800 42,000
Activity 2 6.2 4,500 27,900 5,500 34,100
Activity 3 12 2,500 30,000 5,250 63,000
Total 102,900 139,100

2. Cost per Unit:

Step 1: Overhead cost per unit

Particulars Product A Product B
Budgeted Total Overhead cost (as per 1) $ 102,900 $ 139,100
Number of Units to be produced 1,300 1,100
Overhead Cost per Unit (Budget) $ 79.15 $ 126.45

Step 2: Cost per unit:

Particulars Product A ($) Product B ($)
Direct Material Cost per unit 200 250
Direct Labor cost per unit 175 225
Overhead cost per unit (as per step 1) 79.15 126.45
Total cost per unit 454.15 601.45

3. Pre - determined overhead rate under traditional system:

Total Budgeted overhead cost = $ 242,000

Direct Labor Hours = 150,000

Overhead rate per hour = 242,000/150,000 = $ 1.61

Total hours required for production of 1300 units of Product A = 3,000+4,500+2,500 = 10,000

Total hours required for production of 1100 units of Product B = 2,800+5,500+5,250 = 13,550

Total overhead cost for product A based on Labor Hours = 10000 hours * $1.61 = $16,100

Total overhead cost for product B based on Labor Hours = 13,550 hours * $1.61 = $21,815.50

Overhead cost per unit of product A = $ 16,100/1300 units = $12.38

Overhead cost per unit of product B = $ 21,815.50/1100 units = $19.83

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