Certainly! Let’s prepare a marginal cost statement for XYZ Ltd. at 60% and 80% of capacity.
Given Data:
- Capacity: 10,000 units
- Current Working Capacity: 50%
- Product Cost at 50% capacity: Rs. 180 per unit (Material: Rs. 100, Wages: Rs. 30, Factory Overheads: Rs. 30)
- Selling Price at 50% capacity: Rs. 200 per unit
- Increases/Decreases at 60% and 80% capacity in raw material cost and selling price
Marginal Cost Statement at 60% Capacity:
- Variable Costs:
- Material: Rs. 100 + (2% increase at 60% capacity)
- Wages: Rs. 30
- Factory Overheads: Rs. 30
- Total Variable Cost per Unit at 60% Capacity:
[ \text{Variable Cost/Unit} = \text{Material} + \text{Wages} + \text{Factory Overheads} ] - Total Variable Cost for 10,000 Units at 60% Capacity:
[ \text{Total Variable Cost} = \text{Total Variable Cost/Unit} \times \text{Number of Units Produced} ] - Selling Price at 60% Capacity:
[ \text{Selling Price/Unit} = \text{Current Selling Price} – 2\% ] - Total Sales Revenue at 60% Capacity:
[ \text{Total Sales Revenue} = \text{Selling Price/Unit} \times \text{Number of Units Produced} ] - Contribution Margin at 60% Capacity:
[ \text{Contribution Margin} = \text{Total Sales Revenue} – \text{Total Variable Cost} ] - Fixed Costs at 60% Capacity:
[ \text{Fixed Costs} = \text{50% of Factory Overheads} + \text{50% of Administrative Overheads} ] - Estimated Profit at 60% Capacity:
[ \text{Estimated Profit} = \text{Contribution Margin} – \text{Fixed Costs} ]
Marginal Cost Statement at 80% Capacity:
Repeat the above steps with the adjustments for 80% capacity (5% increase in raw material cost and 5% decrease in selling price).