ch14 cost allocations additional
TRANSCRIPT
Copyright © 2007 Pearson Education Canada Inc.
Cost Allocation
Chapter 14
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Purposes of Cost Allocation
Provide information for economic decisions
Motivate managers and other employees Justify costs or compute reimbursement
amounts Measure income and assets for reporting
to tax authorities
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Six-Function Value Chain
Research &
DevelopmentDistributionMarketingProductionDesign
Customer Service
TIME
Traditional Life Cycle approach may not yield the costs necessary to meet the four-purpose criteria for cost allocation
Costs necessary for decision making may pull costs from some or all of these six functions
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Criteria for Cost-Allocation Decisions Cause and Effect
Variables are identified that cause resources to be consumed
Most credible to operating managers Integral part of ABC
Benefits Received The beneficiaries of the outputs of the cost
object are charged with costs in proportion to the benefits received
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Criteria for Cost-Allocation Decisions
Fairness (Equity) The basis cited for establishing a price satisfactory
to the government, customers and suppliers Cost allocation here is viewed as a “reasonable” or “fair”
means of establishing a selling price
Ability to Bear Costs are allocated in proportion to the cost
object’s ability to bear them Generally, larger or more profitable objects receive
proportionally more of the allocated costs
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Supporting Departments and Operating Departments
Supporting (Service) Department Provides the services that assist
other internal departments in the organization
Operating (Production) Department Directly adds value to a product or
service
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Methods to Allocate Support Department Costs
Single-Rate Method Dual-Rate Method
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Single-Rate Method
Pools all costs into one cost pool and allocates them to cost objects using the same rate per unit of the single allocation base No distinction is made between fixed and
variable costs in this method
Total Costs (all pools added together)
Total Allocation base
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Dual-Rate Method Classifies costs within each cost pool into two
typical segments: a variable cost pool a fixed cost pool.
Each pool uses a different cost-allocation base
Total Fixed Costs__Total Allocation base
Total Variable Costs Total Allocation base
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Allocation Method Tradeoffs
Single-rate method Simple to implement, but treats fixed costs
in a manner similar to variable costs Dual-rate method
Treats fixed and variable costs more realistically, but is more complex to implement
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Allocation Bases Under either method, allocation of support
costs can be based on one of the three following scenarios:
1. Budgeted overhead rate and budgeted hours2. Budgeted overhead rate and actual hours3. Actual overhead rate and actual hours
Choosing between actual and budgeted rates: Budgeted is known at the beginning of the period Actual will not be known with certainty until the
end of the period
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FirstService department costs are allocated to user departmentsService
Department(Computer)
Service Department(Accounting)
Service Department
(Maintenance)
UserDepartment(Assembly)
UserDepartment(Machining)
Product
Stages of Cost AllocationSecondUser department costs, plusallocated service departmentcosts, are applied to products
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Methods of Allocating Support Costs to Production Departments
1. Direct
2. Step-Down
3. Reciprocal
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Direct Method
Allocates support costs to only the Operating Departments
No interaction between Support Departments prior to allocation
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Direct Method
Manufacturing
Information Systems
Accounting
Packaging
Support Departments Production Departments
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Direct Method Example
Service Department Allocation Base
Maintenance Budgeted labour hoursInformation system Budgeted computer hours
Maintenance Info Systems Machining Assembly
Departmental costs
before allocation 600,000$ 116,000$ 400,000$ 200,000$
Budgeted labour hours 1,600 2,400 4,000
Percentage 3/8 5/8
Budgeted computer hours 200 1,600 200
Percentage 8/9 1/9
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Plant Maintenance
$600,000
Information Systems$116,000
MachineryDepartment$400,000
Plus allocated$328,111
AssemblyDepartment$200,000
Plus allocated $387,889
Products
Direct Approach to Cost Allocation
$225,000
$375.000
$103,111
$12,889
$728,111 will be allocated in total to products
$587,889 will be allocated in total to products
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Direct MethodService Departments Production Departments
Maintenance Info systems Machining Assembly
Departmental costs
before allocation 600,000$ 116,000$ 400,000$ 200,000$
Maintenence allocation ? ? ? ?
Info systems allocation ? ? ? ?
Total after allocation ? ? ? ?
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Direct Method
Service Departments Production Departments
Maintenance Info systems Machining Assembly
Departmental costs
before allocation 600,000$ 116,000$ 400,000$ 200,000$
Maintenence allocation (600,000) 225,000 ?
Info systems allocation ? ? ? ?
Total after allocation ? ? ? ?
$600,000 ×2,400
2,400 + 4,000 = $225,000
Allocation base: budgeted labour hours 14-19
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Direct Method Service Departments Production Departments
Maintenance Info systems Machining Assembly
Departmental costs
before allocation 600,000$ 116,000$ 400,000$ 200,000$
Maintenence allocation (600,000) 225,000 375,000
Info systems allocation ? ? ? ?
Total after allocation ? ? ? ?
$600,000 ×4,000
2,400 + 4,000= $375,000
Allocation base: Budgeted labour hours
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Service Departments Production Departments
Maintenance Info systems Machining Assembly
Departmental costs
before allocation 600,000$ 116,000$ 400,000$ 200,000$
Maintenence allocation (600,000) 225,000 375,000
Info systems allocation (116,000) 103,111 ?
Total after allocation 728,111$ ?
Direct Method
$116,000 × 1,600
1,600 + 200 = $103,111
Allocation base: Budgeted computer hours14-21
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Service Departments Production Departments
Maintenance Info systems Machining Assembly
Departmental costs
before allocation 600,000$ 116,000$ 400,000$ 200,000$
Maintenance allocation 3/8,5/8 (600,000) - 225,000 375,000
Info systems allocation 8/9,1/9 (116,000) 103,111 12,889
Total after allocation $0 $0 728,111$ 587,889$
Direct Method
200
1,600 + 200 = $12,889$116,000 ×
Allocation base: Budgeted computer hours 14-22
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Step-Down Method
Allocate support costs to other support departments and operating departments in a pre-determined (ranked) order which partially recognizes the mutual services provided among all support departments
One-way interaction between Support Departments prior to allocation
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Step-Down Method
Manufacturing
Information Systems
Accounting
Packaging
Support Departments Production Departments
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Step-Down Method Example
Service Department Allocation Base
Maintenance Budgeted labour hoursInformation system Budgeted computer hours
Maintenance Info Systems Machining Assembly
Departmental costs
before allocation 600,000$ 116,000$ 400,000$ 200,000$
Budgeted labour hours 1,600 2,400 4,000
Percentage 2/10 3/10 5/10
Budgeted computer hours 200 1,600 200
Percentage 8/9 1/9
Same data used in the direct allocation method example
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Plant Maintenance
$600,000
Information Systems$116,000
Plus $120,000
MachineryDepartment$400,000
Plus allocated$389,778
AssemblyDepartment$200,000
Plus allocated $326,222
Products
Step-Down Approach to Cost Allocation
$180,000
$300.000
$209,778
$26,222
$789,778 will be allocated in total to products
$526,222 will be allocated in total to products
$120,000
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Step-Down Allocation Method Example
Service Departments Production Departments
Maintenance Info systems Machining Assembly
Departmental costs
before allocation 600,000$ 116,000$ 400,000$ 200,000$
Maintenence allocation ? ? ? ?
Info systems allocation ? ? ? ?
Total after allocation ? ? ? ?
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Step-Down Allocation Method Example
Service Departments Production Departments
Maintenance Info systems Machining Assembly
Departmental costs
before allocation 600,000$ 116,000$ 400,000$ 200,000$
Maintenence allocation (600,000) 120,000 ?
Info systems allocation ? ? ? ?
Total after allocation ? ? ? ?
$600,000 ×1,600
1,600 +2,400 + 4,000 = $120,000
Allocation base: budgeted labour hours 14-28
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Step-Down Allocation Method Example
Service Departments Production Departments
Cafeteria Custodial Machining Assembly
Departmental costs
before allocation 600,000$ 116,000$ 400,000$ 200,000$
Maintenence allocation (600,000) 120,000 180,000 ?
Info systems allocation ? ? ? ?
Total after allocation ? ? ? ?
Allocation base: budgeted labour hours
$600,000 × 2,400 1,600 +2,400 + 4,000 = $180,000
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Step-Down Allocation Method Example
Service Departments Production Departments
Maintenance Info systems Machining Assembly
Departmental costs
before allocation 600,000$ 116,000$ 400,000$ 200,000$
Maintenence allocation (600,000) 120,000 180,000 300,000
Info systems allocation ? ? ? ?
Total after allocation ? ? ? ?
$600,000 ×4,000
1,600+2,400 + 4,000= $300,000
Allocation base: Budgeted labour hours
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Service Departments Production Departments
Maintenance Info systems Machining Assembly
Departmental costs
before allocation 600,000$ 116,000$ 400,000$ 200,000$
Maintenence allocation (600,000) 120,000 180,000 300,000
Info systems allocation (236,000) 209,778 ?
Total after allocation 789,778$ ?
Step-Down Allocation Method Example
$236,000 × 1,600
1,600 + 200 = $209,778
Allocation base: Budgeted computer hours14-31
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Service Departments Production Departments
Maintenance Info systems Machining Assembly
Departmental costs
before allocation 600,000$ 116,000$ 400,000$ 200,000$
Maintenance allocation 2/10,3/10,5/10 (600,000) 120,000 180,000 300,000
Info systems allocation 8/9,1/9 (236,000) 209,778 26,222
Total after allocation $0 $0 789,778$ 526,222$
Step-Down Allocation Method Example
200
1,600 + 200 = $26,222$236,000 ×
Allocation base: Budgeted computer hours 14-32
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Reciprocal Method
Allocates support department costs to operating departments by fully recognizing the mutual services provided among all support departments
Full two-way interaction between Support Departments prior to allocation
Utilization of simultaneous equations to obtain reciprocal costs
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Reciprocal Method
Manufacturing
Information Systems
Accounting
Packaging
Support Departments Production Departments
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Reciprocal Method Example
Service Department Allocation Base
Maintenance Budgeted labour hoursInformation system Budgeted computer hours
Maintenance Info Systems Machining Assembly
Departmental costs
before allocation 600,000$ 116,000$ 400,000$ 200,000$
Budgeted labour hours 1,600 2,400 4,000
Percentage 20% 30% 50%
Budgeted computer hours 200 1,600 200
Percentage 10% 80% 10%
Same data used in the direct allocation method example
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Plant Maintenance
$600,000 Plus $24,082
Information Systems$116,000
Plus $124,816
MachineryDepartment$400,000
Plus allocated$379,877
AssemblyDepartment$200,000
Plus allocated $336,123
Products
Reciprocal Approach to Cost Allocation
$187,225
$312,041
$192,652
$24,082
$779,877 will be allocated in total to products
$536,123 will be allocated in total to products
$24,082$124,816
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Reciprocal Method
The total cost of each service department is equal to:
Direct costs of that department
+ Costs allocated to that department
The Information systems Department receives: 1,600
1,600 + 2,400 + 4,000= of maintenance costs
210
The Maintenance Department receives:200
200 + 1,600 + 200 = of Information systems costs1
10
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Reciprocal Method
PM = Total costs of Maintenance Department
IS = Total costs of Information systems Cafeteria Department
Express in linear equation form the relationships
PM = $ 600,000 + 0.1 IS
IS = $ 116,000 + 0.2 PM
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Reciprocal Method
PM = $ 600,000 + 0.1 ISIS = $ 116,000 + 0.2 PM
Solve simultaneous equations by substitution
PM = $ 600,000 + 0.1 IS
PM = $ 600,000 + [0.1($ 116,000 + 0.2 PM)]
0.98PM = $ 611,600
PM = $ 624,082
IS = $ 116,000 + 0.2 ( $ 624,082)
IS = $ 240,816
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Reciprocal Method
Service Departments Production Departments
Maintenance Info systems Machining Assembly
Departmental costs
before allocation 600,000$ 116,000$ 400,000$ 200,000$
Maintenence allocation ? ? ? ?
Info systems allocation ? ? ? ?
Total after allocation ? ? ? ?
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Service Departments Production Departments
Maintenance Info systems Machining Assembly
Departmental costs
before allocation 600,000$ 116,000$ 400,000$ 200,000$
Maintenance allocation 20%,30%,50% (624,082) 124,816 187,225 312,041
Info systems allocation 10%,80%,10% 24,082 (240,816) 192,652 24,082
Total after allocation $0 $0 779,877$ 536,123$
Reciprocal Method
Allocations based on % usage of service department resources as calculated in the data slide 14-35 and as noted above in the table
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Comparison of Methods
Totals after allocation
Machining Assembly
Method Department Department
Direct 728,111$ 587,889$
Step down 789,778 526,222
Reciprocal 779,877 536,123
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Choosing Between Methods
Reciprocal is the most precise Direct and Step-Down are simple to apply
and understand Direct Method is widely used and the
simplest Often not a significant difference between
methods to justify additional cost to implement costlier analysis
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Common Costs
The cost of operating a facility, activity, or like cost object that is shared by two or more users
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Methods of Allocating Common Costs
Stand-Alone Cost Allocation Method
Incremental Cost Allocation Method
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Stand-Alone Cost Allocation Method
Uses information pertaining to each user of a cost object as a separate entity to determine the cost-allocation weights Individual costs are added together and
Allocated on the basis of each user’s percentage of the total of the individual stand-alone costs
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Incremental Cost-Allocation Method Ranks the individual users of a cost object in the order
of users most responsible for a common cost and then uses this ranking to allocate the cost among the users
The first ranked user is the Primary User and is allocated costs up to the costs of the primary user as a stand-alone user (typically gets the highest allocation of the common costs)
The second ranked user is the First Incremental User and is allocated the additional cost that arises from two users rather than one
Subsequent users handled in the same manner as the second ranked user
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Cost Allocations and Contracting The government reimburses most contractors
in either of two main ways:1. The contractor is paid a set price without analysis
of actual contract cost data
2. The contractor is paid after an analysis of actual contract cost data. In some cases, the contract will state that the reimbursement amount is based on actual allowable costs plus a fixed fee (cost-plus contract)
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Common Cost Example Data Winnipeg-Halifax round trip airfare $1,200 Winnipeg-Montreal round trip airfare $800 Winnipeg-Montreal-Halifax airfare $1,500
Common cost $1,500 to be allocated between two potential employers
Halifax Montreal
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Stand-Alone Cost Allocation
$1,200
$1,200 + $800
X $1,500 = 0.60 x $1,500 = $900
Halifax Employer
Montreal Employer
$800$1,200 + $800
X $1,500 = 0.40 x $1,500 = $600
Information about the stand alone return airfares are used to determine the allocation weights
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Incremental-Cost Allocation
One user viewed as primary and others as secondary
Party Costs Allocated Costs remaining to be
Allocated to Other Parties
Halifax (primary) $1,200 $300($1,500 - $1,200)
Montreal (incremental) 300 0
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