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Absorption Costing Fastpac Ltd, a manufacturing company has two departments Production and Packing - Leaving Cert Accounting - Question 8 - 2015

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Absorption Costing Fastpac Ltd, a manufacturing company has two departments Production and Packing. The budgeted overheads for the two departments for the coming ye... show full transcript

Worked Solution & Example Answer:Absorption Costing Fastpac Ltd, a manufacturing company has two departments Production and Packing - Leaving Cert Accounting - Question 8 - 2015

Step 1

Calculate the overhead absorption rate (both Fixed and Variable) for each Department based on Direct Labour Hours

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Answer

To determine the overhead absorption rates for both the Production and Packing departments, we need to divide the budgeted overheads by the total direct labour hours.

Production Department:

  • Fixed Overhead Rate: Fixed Rate=Fixed OverheadDirect Labour Hours=30,0005,000=6 per hour\text{Fixed Rate} = \frac{\text{Fixed Overhead}}{\text{Direct Labour Hours}} = \frac{30,000}{5,000} = €6 \text{ per hour}
  • Variable Overhead Rate: Variable Rate=Variable OverheadDirect Labour Hours=18,0005,000=3.60 per hour\text{Variable Rate} = \frac{\text{Variable Overhead}}{\text{Direct Labour Hours}} = \frac{18,000}{5,000} = €3.60 \text{ per hour}

Packing Department:

  • Fixed Overhead Rate: Fixed Rate=7,0002,000=3.50 per hour\text{Fixed Rate} = \frac{7,000}{2,000} = €3.50 \text{ per hour}
  • Variable Overhead Rate: Variable Rate=9,0002,000=4.50 per hour\text{Variable Rate} = \frac{9,000}{2,000} = €4.50 \text{ per hour}

Step 2

Calculate the total cost of Job No. 671.

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Answer

To calculate the total cost of Job No. 671, we need to sum the costs of direct materials, direct labour, and overhead costs.

  1. Direct Costs:

    • Direct Materials: €1,250
    • Direct Labour: €460
  2. Overhead Costs:

    • Production Overheads:
      • Fixed: 3 hours×6=183 \text{ hours} \times €6 = €18
      • Variable: 3 hours×3.60=10.803 \text{ hours} \times €3.60 = €10.80
      • Total Production Overheads: €18 + €10.80 = €28.80
    • Packing Overheads:
      • Fixed: 2 hours×3.50=72 \text{ hours} \times €3.50 = €7
      • Variable: 2 hours×4.50=92 \text{ hours} \times €4.50 = €9
      • Total Packing Overheads: €7 + €9 = €16
  3. Total Overhead Costs:

    • Total Overhead = €28.80 + €16 = €44.80
  4. Total Cost of Job No. 671: Total Cost=Direct Materials+Direct Labour+Total Overheads=1,250+460+44.80=1,754.80\text{Total Cost} = \text{Direct Materials} + \text{Direct Labour} + \text{Total Overheads} = €1,250 + €460 + €44.80 = €1,754.80

Step 3

Calculate the selling price of Job No. 671 if the mark-up on cost is 20%.

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Answer

To calculate the selling price of Job No. 671, we apply a mark-up of 20% on the total cost.

  1. Total Cost of Job No. 671: €1,754.80
  2. Calculate the Mark-up: Mark-up=20%×Total Cost=0.20×1,754.80=350.96\text{Mark-up} = 20\% \times \text{Total Cost} = 0.20 \times 1,754.80 = €350.96
  3. Selling Price: Selling Price=Total Cost+Mark-up=1,754.80+350.96=2,105.76\text{Selling Price} = \text{Total Cost} + \text{Mark-up} = 1,754.80 + 350.96 = €2,105.76

Step 4

State two reasons why a business needs to calculate the cost price of a product.

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Answer

  1. To be able to calculate a selling price: Knowing the cost price allows a business to set a selling price that ensures profitability by covering costs and adding a profit margin.
  2. To see if it will be possible to make a profit producing the product: Understanding the cost price helps a business assess whether it can produce a product at a price that is lower than its selling price, thereby ensuring profitability.

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