19-18E_2

Question

Franklin, Inc. uses activity-based costing to account for its chrome bumper manufacturing process. Company managers have identified four manufacturing activities:

materials handling, machine setup, insertion of parts, and finishing. The budgeted activity costs for 2018 and their allocation bases are as follows:

 

Activity                                Total Budgeted Cost                   Allocation Base

Materials handling                       \( 12,000                              Number of parts

Machine setup                                   3,100                           Number of setups

Insertion of parts                             42,000                              Number of parts

Finishing                                           86,000           Finishing direct labor hours

Total                                            \) 143,100

 

Franklin expects to produce 500 chrome bumpers during the year. The bumpers are expected to use 4,000 parts, require 10 setups, and consume 1,000 hours of finishing time.

 

Requirements

2. Compute the expected indirect manufacturing cost of each bumper.

Step-by-Step Solution

Verified
Answer

Answer

Indirect cost per bumper: $409.5

1Step 1: Indirect Manufacturing cost

Indirect manufacturing costs are the costs that are not visible in the production process but help the production process to run efficiently. These costs cannot be directly attributed to each product or service but can be allocated based on some allocation base. 

2Step 2: Calculation of indirect manufacturing cost per bumper

Predetermined overhead allocation rate computed in the earlier part are as follow –

Material handling: $3

Machine setup: $310

Insertion of parts: $10.5

Finishing: $86

 

The indirect cost for each bumper would be the sum of all the allocation rate


Indirect cost per bump er = Material handling rate+ Machine setup rate+Insertion of parts rate+Finishing rate                                         = $3+$310+$10.5+$86                                         = $409.5