In: Accounting
Direct 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 | $470,000 | $150,000 | $48,000 | $76,000 |
Square footage | — | 2,200 | 4,400 | 4,400 |
Number of receiving orders | 360 | — | 2,000 | 1,150 |
Direct labor hours | — | — | 27,000 | 49,000 |
The company has decided to simplify its method of allocating support service costs by switching to the direct method.
Required:
1. Allocate the costs of the support departments to the producing departments using the direct method. Round allocation ratios to four significant digits. Round allocated costs to the nearest dollar. Use the rounded values for subsequent calculations.
Allocation ratios:
Assembly | Finishing | |
Square footage | 0.5 | 0.5 |
Number of receiving orders | ||
Allocations: | ||
Assembly | Finishing | |
General Factory | $ | $ |
Receiving | ||
Direct costs | ||
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 |
Requirement 1:
In direct method of allocation, we directly allocate the cost of Support Departments to Producing Department using the proper basis of allocation.
Here,
The cost of General Factory department will be allocated to the producing department on the basis of 'square footage' as general department provide the general services to the producing department and the best basis of allocation of this cost is square footage.
And the cost of Receiving department will be allocated on the basis of 'number of receiving orders' as the function of receiving department is related to receiving orders and ‘number of receiving orders’ is the best basis of allocation.
Allocation ratios:
Square footage:
Total square footage of producing department = Area occupied by Assembly + Area occupied by Finishing = 4,400 square footage +4,400 square footage = 8,800 square footage
Ratio of assembly department = Area occupied by assembly department / Total square footage of producing department
= 4,400 square footage / 8,800 square footage = 0.5
Ratio of finishing department = Area occupied by finishing department / Total square footage of producing department
= 4,400 square footage / 8,800 square footage = 0.5
Number of Receiving Orders:
Total number of receiving orders of producing department = Number of receiving orders by Assembly + number of receiving orders by Finishing = 2,000 orders +1,150 orders = 3,150 orders
Ratio of assembly department = Number of receiving orders by assembly department / Total number of receiving orders of producing department
= 2,000 orders / 3,150 orders = 0.6349
Ratio of finishing department = Number of receiving orders by finishing department / Total number of receiving orders of producing department
= 1,150 orders / 3,150 orders = 0.3651
Allocation ratios:
Assembly |
Finishing |
|
Square footage |
0.5 |
0.5 |
Number of receiving orders |
0.6349 |
0.3651 |
Allocation of Cost of Support Departments:
Allocations: |
||
Assembly |
Finishing |
|
General Factory |
$ 235,000 |
$ 235,000 |
Receiving |
$ 95,235 |
$ 54,765 |
Direct costs |
$ 48,000 |
$ 76,000 |
Total |
$ 378,235 |
$ 365,765 |
Cost allocated to producing department = Cost of support department × Ratio of allocation
General Factory:
To Assembly Department = $470,000 × 0.5 = $235,000
To Finishing Department = $470,000 × 0.5 = $235,000
Receiving:
To Assembly Department = $150,000 × 0.6349 = $95,235
To Finishing Department = $470,000 × 0.3651 = $54,765
Requirement 2:
Overhead rate = Total cost / Direct labor hours
Assembly = $378,235 / 27,000 hours = $14.01 per direct labor hour
Finishing = $365,765 / 49,000 hours = $7.46 per direct labor hour
Overhead Rate |
|
Assembly |
$14.01 per direct labor hour |
Finishing |
$7.46 per direct labor hour |