In: Accounting
Sequential Method
Eilers Company has two producing departments and two support departments. The following budgeted data pertain to these four departments:
Support Departments |
Producing Departments | |||
General Factory |
Receiving | Assembly | Finishing | |
Direct overhead | $400,000 | $150,000 | $45,000 | $75,000 |
Square footage | — | 2,700 | 5,400 | 5,400 |
Number of receiving orders | 300 | — | 1,680 | 1,020 |
Direct labor hours | — | — | 25,000 | 40,000 |
The support departments are ranked in order of highest cost to lowest cost.
Required:
1. Allocate the costs of the support departments using the sequential method. (Use the rounded values for subsequent calculations. Round allocation ratios to four significant digits. Round allocated costs to the nearest dollar. If an amount is zero, enter "0".)
Allocation ratios:
General Factory | Receiving | Assembly | Finishing | |
Square footage | ||||
Number of receiving orders |
Allocations:
General Factory | Receiving | Assembly | Finishing | |
Direct overhead cost | ||||
Allocate: | ||||
General Factory | ||||
Receiving | ||||
Total |
2. Using direct labor hours, compute departmental overhead rates. (Round to the nearest cent.)
Overhead Rate | |
Assembly | _____ per direct labor hour |
Finishing | ______ per direct labor hour |
1) | ||||
General factory | Receiving | Assembly | Finishing | |
Square footage ( 2,700 + 5,400 + 5,400 = 13,500 ) |
0.2 ( 2,700 / 13,500) |
0.4 ( 5,400 / 13,500) |
0.4 ( 5,400 / 13,500) |
|
Number of receiving orders ( 1,680 + 1,020 = 2,700 ) |
0.6222 ( 1,680 / 2,700) |
0.3778 ( 1,020 / 2,700 ) |
||
Allocations: | ||||
General Factory | Receiving | Assembly | Finishing | |
Direct overhead cost | $ 400,000 | $ 150,000 | $ 45,000 | $ 75,000 |
Allocate: | ||||
General Factory ( 0.2 : 0.4 : 0.4 ) |
($ 400,000) | $ 80,000 | $ 160,000 | $ 160,000 |
Receiving ( 0.6222 : 0.3778 ) |
($ 230,000) | $ 143,106 | $ 86,894 | |
Total | $ 0 | $ 0 | $ 348,106 | $ 321,894 |
2) | |
Overhead Rate | |
Assembly ( $ 348,106 / 25,000 DLH ) |
$ 13.92 per direct labor hour |
Finishing ( $ 321,894 / 40,000 DLH ) |
$ 8.05 per direct labor hour |