Secondary distribution of overheads means the apportionment of overheads of service departments among the production departments on some suitable basis.
Under this method, the costs of service departments are directly apportioned to production department only, ignoring the service rendered by one service departmentto another service department.
Example1: CAS Ltd., has three production departments and four service departments. The expenses for departments as per Primary Distribution Summary are as follows:
The following information is also available in respect of the production departments:
Required: Apportion the costs of service departments over the production departments.
Sol:
Statement showing the Secondary Distribution of Overheads
In this approach, the expenses of a service department are allocated to both production departments and other service departments using a fair and equitable method. This allocation can be carried out either reciprocally or non-reciprocally.
This method involves the following three steps:
Practical Steps Invoved in the Step Ladder Method
Example 2: BT Ltd. has two production departments P1 and P2 and three service departments S1, S2 and S3. The overheads of various departments for a period are given below:
P1 ₹ 53000, P2 ₹ 7000, S1 ₹17000, S2 ₹ 30000, S3 ₹ 13000
The costs of service departments are to be apportioned as follows.
Required: Prepare Overhead Distribution Statement according to Step Ladder Method.
Sol:
Overheads Distribution Statement
Apportionment on Reciprocal basis: This approach acknowledges the principle that when two or more service departments provide services to each other, each department receiving such services should bear the cost of the services rendered by the others. Reciprocal service methods are conceptually more favorable. One of the following three methods may be employed for inter-service distribution:
(i) Simultaneous Equation Method
(ii) Repeated Distribution Method
(iii) Trial and Error
Method Let us discuss these methods one by one.
(i) Simultaneous Equation Method
This method involves the following steps:
Practical Steps Involved in the Simultaneous Equation Method
Example 3: TT Ltd. has two production departments P1 and P2 and two service departments S1 and S2 Expenses of these departments are as follows:
P1 – ₹51,837, P2 – ₹12,163, S1 – ₹ 40,000, S2 – ₹16,000
The expenses of service departments are to be apportioned are as follows:
Required: Apportion the cost of service departments by using Simultaneous Equation Method.
Sol:
Step 1 - Formation of simuitaneous equations
Let X = Total expenses of S1,
Let Y = Total expenses of S2
X = ₹ 40,000 + 20% of Y
Y = 16,000 + 10% of X
Step 2 - Solving simultaneous equations
X = 40,000 + .20Y
Y = 16,000 + .10X
Putting the value of X in equation II
Y = 16000 + .10(40,000 + .20Y)
= 16000 + 4000 + .02Y
Y – .01Y = 20,000
Y = 20,000/.98 = ₹ 20,408
Putting value of Y is equation I
X = 40,000 + .20 × 20,408
X = 44,082
Step 3 - Overheads Distribution Summary
(ii) Repeated Distribution Method
This method involves the following steps:
Practical Steps involved in the Repeated Distribution Method
Example 4: Taking the same figure of Example 3, apportion the expenses of service departments using Repeated Distribution Method.
Sol:
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