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To apply the step-down method, we choose a sequence of service department allocations, starting with the service department that renders the greatest service (as measured

To apply the step-down method, we choose a sequence of service department allocations, starting with the service department that renders the greatest service (as measured by costs) to the greatest number of other service departments. The last service department in the sequence is the one that renders the least service to the least number of other service departments.

Step-down method:

A step-down method is a method for allocating service department costs that recognizes that some service departments support the activities in other service departments as well as those in operating departments.

STEP-DOWN ALLOCATION

Exhibit 12-4

Facilities

Human

Processing

Assembly

Total

Management

Resources

Direct department cost before

$1,260,000

$240,000

$1,000,000

$1,600,000

$4,100,000

allocation

Step 1

Facilities

$(1,260,000

(9/27)X

(15/27)X

(3/27)X

Management

$1,260,000

$1,260,000

$1,260,000

420,000

700,000

140,000

Step 2

Human

($660,000)

(16/80)X

(64/80)X

Resources

$660,000

$660,000

132,000

528,000

Total cost after

allocation

$0

$0

$1,832,000

$2,268,000

$4,100,000

.

  1. How should we determine which of the two service departments provides more service to the other? One way is to carry out step 1 of the step-down method with facilities management allocated first, and then repeat it assuming personnel is allocated first. With facilities management allocated first, $420,000 is allocated to human resources, as shown in Exhibit 12-4.
  2. If human resources had been allocated first, (16 96) $240,000 = $40,000 would have been allocated to facilities management. Because $40,000 is smaller than $420,000, facilities management is allocated first. in the sequence is the one that renders the least service to the least number of other service departments. We allocate the costs of one service department at a time, assigning the costs to the producing departments and to the remaining service departments. Once we allocate a departments costs to other departments, we never allocate other service department costs back to it.

In our example, we allocate facilities management department costs first. Why?

Because facilities management renders more support to human resources than human resources provides to facilities management.1 Examine Exhibit 12-4. After allocating facilities management costs, we do not allocate any costs back to facilities management, even though human resources does provide some services to facilities management. The $660,000 human resources costs allocated to the producing departments include the amount allocated to human resources from facilities management ($420,000) in addition to the direct human resources department costs of $240,000.

Examine the last column of Exhibit 12 4. Before allocation, the four departments incurred costs of $4,100,000. In step 1, we deducted $1,260,000 from facilities management and added it to the other three departments. There was no net effect on the total cost.

In step 2, we deducted $660,000 from human resources and added it to the remaining two departments. Again, total cost was unaffected. After allocation, all $4,100,000 remains, but it is all in the processing and assembly departments. None was left in facilities management or human resources.

Comparison of the Methods Compare the costs of the producing departments under direct and step-down methods, as shown in Exhibit 12-5. Note that the method of allocation can greatly affect the costs. Processing appears to be a more expensive operation to a manager using the direct method than it does to one using the step-down method. Conversely, assembly seems more expensive to a manager using the step-down method.

DIRECT VERSUS STEP-DOWN METHOD

Exhibit 12-5

Processing

Assembly

Direct

Step-Down

Direct

Step-Down

Direct costs

$1,000,000

$1,000,000

$1,600,000

$1,600,000

Allocated from

Facilities Management

1,050,000

700,000

210,000

140,000

Allociated from

Personnel

48,000

132,000

192,000

528,000

Total costs

$2,098,000

$1,832,000

$2,002,000

$2,268,000

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