Title: Don R. Hansen
1COST MANAGEMENT
- Don R. Hansen
- Maryanne M. Mowen
2Chapter Six
Support Department Cost Allocation
3Learning Objectives
- Describe the difference between support
departments and producing departments. - Explain five reasons why support costs, may be
assigned to producing departments. - Calculate charging rates, and distinguish between
single and dual charging rates.
4Learning Objectives (continued)
- Allocate support center costs to producing
departments using the direct method, the
sequential method, and the reciprocal method. - Calculate departmental overhead rates.
5Support and Producing Departments
- Support departments are units within an
organization that provide essential support
services for producing departments. - Examples maintenance, grounds, engineering,
housekeeping, personnel, and stores - Producing departments are units within an
organization that are directly responsible for
creating the products and services sold to
customers. - Examples Services auditing, tax, management
advisory Manufacturing grinding and assembly
6Steps in Allocating Support Department Costs to
Producing Departments
1. Departmentalize the firm. 2. Classify each
department as a support or a producing
department. 3. Trace all overhead costs in the
firm to a support or producing department.
7Steps in Allocating Support Department Costs to
Producing Departments
4. Allocate support department costs to the
producing departments. 5. Calculate predetermined
overhead rates for producing departments. 6. Alloc
ate overhead costs to the units of individual
product through the predetermined overhead rates.
8Examples of Cost Drivers forSupport Departments
Support Department Possible Driver
Accounting
Number of transactions Cafeteria
Number of
employees Engineering
Number of change orders Maintenance
Machine
hours Payroll
Number of employees Personnel
Number of new hires
9Objectives of Allocation
Objectives
- To obtain a mutually agreeable price
- To compute product-line profitability
- To predict the economic effects of planning and
control - To value inventory
- To motivate managers
10Allocation of Variable Costs(Dual Rates)
- Rate Determination At the beginning of the
year, the company determines what the variable
cost per unit of service should be (a budgeted
rate, not an actual rate, is used to assign
variable costs). - Budgeted Usage Each producing department
determines its expected or budgeted usage of the
service for the year. - Actual Usage Measurement The actual units of
service used by each producing department are
measured.
11Allocation of Variable Costs(Dual Rates)
- Allocation Variable support costs are allocated
by multiplying the budgeted rate by the usage - a. Product costing
- Allocation Budgeted Rate x Budgeted Usage
- b. Performance evaluation
- Allocation Budgeted Rate x Actual Usage
12Allocation of Fixed Costs(Dual Rates)
- Determination of Budgeted Fixed Support Service
Costs The fixed support service costs that
should be incurred for a period need to be
identified. - Computation of Allocation Ratio Using practical
or normal capacity of each producing department,
compute an allocation ratio as follows - Allocation ratio Production department
capacity/Total capacity - Allocation The fixed support costs are allocated
in proportion to each producing departments
original support service need - Allocation Allocation Ratio x Budgeted Fixed
Support Service Costs - Note Fixed costs are allocated the same way for
product costing and performance evaluation.
13Allocation of Variable and Fixed Costs An Example
Dept. A
Dept. B Total Budgeted Machine Hours
40,000 60,000 Actual Machine Used
45,000 58,000 Budgeted Fixed Costs
------- ------- 350,000 Budgeted Variable Costs
------- ------- 180,000 Variable Cost Rate
1.80 1.80 Fixed Costs Allocation
Ratio 40 60
14Allocation of Variable and Fixed Costs An
Example (continued)
Dept. A Dept. B Variable
Cost allocated (product costing)
72,000 108,000 Variable Cost Allocated
(performance eval.) 81,000
104,400 Fixed Cost Allocated
140,000 210,000
15Choosing A Support Department Cost Allocation
Method
- The three methods for allocating support
department costs to producing departments are - The Direct Method
- The Sequential Method
- The Reciprocal Method
16Support Department AllocationAn Example
-
Support Departments Producing Departments - Power Maint. Grinding Assembly
- Direct Costs 250,000 160,000 100,000 60,000
- Normal Activity
- Kilowatt hours ----- 200,000 600,000 200,000
- Maintenance hours 1,000 ----- 4,500 4,500
- For a producing department, direct costs refer
only to overhead costs that are directly
traceable to the department.
17Support Department AllocationDirect Method
-
Support Departments Producing
Departments Power Maint. Grinding Assembly - Direct Costs 250,000 160,000 100,000
60,000 - Power (250,000 ) ----- 187,500 62,500
- Maintenance ----- (160,000 )
80,000 80,000 - 0 0 367,500 202,500
-
18Support Department AllocationSequential Method
-
Support Departments Producing
Departments Power Maint. Grinding Assembly - Direct Costs 250,000 160,000 100,000
60,000 - Power (250,000 ) 50,000 150,000 50,000
- Maintenance ----- (210,000 ) 105,000
105,000 - 0 0 355,000 215,000
-
19Reciprocal Method
- The reciprocal method of allocation recognizes
all interactions among support departments.
20Reciprocal Method (continued)
-
Support Departments Producing
Departments Power Maint. Grinding Assembly - Direct Costs
- Fixed 200,000 100,000 80,000 50,000
- Variable 50,000 60,000 20,000 10,000
- Total 250,000 160,000 100,000 60,000
-
-
Proportion of Output
Used by Power Maint. Grinding Assembly - Allocation ratios
- Power --- 0.20 0.60 0.20
- Maintenance 0.10 --- 0.45 0.45
21Reciprocal Method (continued)
- The cost equation for each support department can
be expressed as follows - P Direct costs Share of Maintenances cost
- P 250,000 0.1(M)
- M Direct costs Share of Powers costs
- M 160,000 0.2P
22Reciprocal Method (continued)
- Substituting the Power equation into the
Maintenance equation, we get - M 160,000 0.2 (250,000 0.1M)
- M 160,000 50,000 0.02M
- 0.98M 210,000
- M 214,286
23Reciprocal Method (continued)
- Substituting the value for M into the Power
equation we get - P 250,000 0.1 (214,286)
- P 250,000 21,429
- P 271,429
24Reciprocal Method (continued)
-
Support Department Producing
Department Power Maint. Grinding Assembly - Direct Costs 250,000 160,000 100,000
60,000 - Power (271,429 ) 54,286 162,857 54,286
- Maintenance 21,429 (214,286 ) 96,429
96,429 - 0 0 359,286 210,715
-
25Departmental Overhead RatesUsing the Reciprocal
Method
- The overhead rate for the grinding department is
computed as follows (assuming the normal level of
activity is 71,000 MH) - OH rate 359,286 ? 71,000 5.06 per MH
- The overhead rate for the assembly department is
computed as follows (assuming the normal level of
activity is 107,500 DLH) - OH rate 210,715 ? 107,500 1.96 per DLH
26End of Chapter 6