To calculate the minimum number of units to be sold so that no loss is incurred, | |||
we will calculate the Breah-even quantity for each product. | |||
Break-even quantity = Total fixed costs/Contribution per unit | |||
To derive the the break-even quantity for each product we will allocate the total fixed | |||
cost to each product.We will use the budgeted production of each product to allocate | |||
the fixed costs | |||
Allocation of fixed costs | |||
Product | Fixed Costs |
Budgeted Production |
Allocated Fixed Costs |
950,000 | |||
W | 7,600 | 244,745 | |
X | 6,800 | 218,983 | |
Y | 9,300 | 299,492 | |
Z | 5,800 | 186,780 | |
Total | 950,000 | 29,500 | 950,000 |
Computation of Break-even sales quantity | |||
Product |
Allocated Fixed Costs |
Contribution per unit |
Break-even sales quantity |
W | 244,745 | 21 | 11,655 |
X | 218,983 | 24 | 9,124 |
Y | 299,492 | 23 | 13,021 |
Z | 186,780 | 16 | 11,674 |
Total | 950,000 | 45,474 | |
Minimum number of units required to be sold for each product so that no loss is incurred | |||
are as under | |||
Product |
Minimum Sales Quantity |
||
W | 11,655 | ||
X | 9,124 | ||
Y | 13,021 | ||
Z | 11,674 | ||
Total | 45,474 | ||
Computation of Margin of Safety | |||
Margin of safety = Actual sales - Break-even sales | |||
Actual sales = $ 5,000,000 | |||
Break-even sales = Sales price * Break-even quantity | |||
Product |
Break-even sales quantity |
Sales price |
Break-even sales value |
W | 11,655 | 80 | 932,400 |
X | 9,124 | 60 | 547,440 |
Y | 13,021 | 95 | 1,236,995 |
Z | 11,674 | 103 | 1,202,422 |
Total | 45,474 | 3,919,257 | |
Margin of safety = $ 5,000,000 - $ 3,919,257 | |||
Margin of safety = $ 1,080,743 | |||
Working Notes | |||
Contribution per unit = Sales price per unit - Variable cost per unit | |||
Product |
Sales price per unit |
Variable costs per unot |
Contribution per unit |
W | 80 | 59 | 21 |
X | 60 | 36 | 24 |
Y | 95 | 72 | 23 |
Z | 103 | 87 | 16 |
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