Europa Ltd, a manufacturing company has two Production Departments, Department A and Department B and one Service Department, Department X - Leaving Cert Accounting - Question 8 - 2013
Question 8
Europa Ltd, a manufacturing company has two Production Departments, Department A and Department B and one Service Department, Department X. Europa Ltd supplies the f... show full transcript
Worked Solution & Example Answer:Europa Ltd, a manufacturing company has two Production Departments, Department A and Department B and one Service Department, Department X - Leaving Cert Accounting - Question 8 - 2013
Step 1
Apportion (divide) overhead costs of Service Department X to Department A and Department B as per instruction above.
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Answer
To apportion the overhead costs of Service Department X, we first calculate the amount allocated to each department based on the given percentages.
For Department A:
extApportionedCost=24,000imes0.75=18,000
For Department B:
extApportionedCost=24,000imes0.25=6,000
Step 2
Calculate the total overhead costs to be absorbed by Department A and Department B.
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Answer
The total overhead costs absorbed can be calculated as follows:
Total for Department A:
80,000+18,000=98,000
Total for Department B:
60,000+6,000=66,000
Step 3
Calculate the overhead absorption rate for Department A using Machine Hours.
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Answer
The overhead absorption rate for Department A is calculated by dividing the overheads by the budgeted machine hours:
Overhead Rate for Department A:
extOverheadAbsorptionRate=2,50098,000=39.20 per machine hour
Step 4
Calculate the overhead absorption rate for Dept B using Labour Hours.
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The overhead absorption rate for Department B can be calculated as follows:
First, calculate the budgeted overheads:
66,000
Then, divide by the budgeted labour hours:
extOverheadAbsorptionRate=1,20066,000=55.00 per labour hour
Step 5
Calculate the total cost of Job No. 1869.
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Answer
To calculate the total cost of Job No. 1869, sum the direct materials, direct labour, and allocated overheads:
Direct Materials: €1,850
Direct Labour: €930
Overhead for Department A:
4exthours×39.20=156.80
Overhead for Department B:
5exthours×55.00=275.00
Total Cost:
1,850+930+156.80+275.00=3,351.80
Step 6
Calculate the selling price of Job No. 1869 if the mark up is 25%.
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Answer
To find the selling price, first calculate the markup on the total cost:
Markup:
3,351.80×0.25=838.95
Selling Price:
3,351.80+838.95=4,190.75
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