Question

In: Accounting

A company has two products: standard and deluxe. The company expects to produce 41,537 Standard units...

A company has two products: standard and deluxe. The company expects to produce 41,537 Standard units and 42,734 Deluxe units. It uses activity-based costing and has prepared the following analysis showing budgeted cost and cost driver activity for each of its three activity cost pools.

Budgeted Activity of Cost Driver

Budgeted

OH Cost

Standard Deluxe
Activity 1: Purchasing $ 93,000 2,500 Purchases 5,250 Purchases
Activity 2: Designing $ 92,000 4,500 Designs 5,500

Designs

Activity 3: Shipping $ 87,000 3,000 Orders 2,800

Orders

Required:

Make a Job Cost Sheet for the Standard Units. Use the following Direct Materials and Direct Labor information.

- Direct Materials $5,136

- Direct Labor $5,139

For Overhead, computer overhead rates for each of the three activities. Hint, you will divide each activity's budgeted cost by the TOTAL amount of that activity's cost driver. So you will need to add Purchases for Standard and Deluxe to get the total denominator for that activity. (Round activity rate and cost per unit answers to 2 decimal places.)

Your Job Cost Sheet will include:

Direct Materials

+ Direct Labor

+ Overhead for Purchasing

+ Overhead for Designing

+ Overhead for Shipping

= Total Job Cost

/ Units Produced

= Per Unit Cost

The answer you type in will be the Per Unit Cost of the Standard Units. Round your answer to the nearest 2 decimal places.

Solutions

Expert Solution

A B A/B
Budgeted
OH Cost $ Standard Deluxe Total Activity Activity rate $
Activity 1: Purchasing 93,000 2,500 5,250 7,750              12.00
Activity 2: Designing 92,000 4,500 5,500 10,000               9.20
Activity 3: Shipping 87,000 3,000 2,800 5,800              15.00
Standard
Direct Materials          5,136
+ Direct Labor          5,139
+ Overhead for Purchasing        30,000 =2500*12
+ Overhead for Designing        41,400 =4500*9.2
+ Overhead for Shipping        45,000 =3000*15
Total Job Cost $    126,675
/ Units Produced        41,537
Per Unit Cost $            3.05

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