Introduction to Marginal Costing (Cambridge International A-Level Accounting)
Introduction to marginal costing
What is marginal costing?
- Marginal costing is a costing method where only variable costs are charged to products
- Marginal costing looks at the cost of producing one additional unit
How is marginal costing different to absorption costing?
- Marginal costing is different to absorption costing because fixed costs are not included in production cost
- Fixed costs are treated as period costs and written of in the period incurred
| Marginal costing | Absorption costing |
|---|---|
| Only variable manufacturing costs are included in the production cost | Both variable and fixed manufacturing costs are included in the production cost |
| Fixed overheads treated as expenses in the period incurred. | Fixed overheads included in production cost. |
| Lower inventory valuation (as it doesn't include fixed overheads) | Higher inventory valuation (includes fixed overheads) |
| Profit depends on sale volume | Profit depends on sales volume and production volume (higher profit when production is greater than sales) |
Contribution
Spec point — how to calculate the contribution of a product
How do I calculate the contribution of a product?
-
Contribution is the amount available to cover fixed costs
-
You might be asked to find the contribution per unit
How do I calculate the contribution to sales ratio?
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The contribution to sales ratio is the proportion of the revenue which equals the contribution
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You should give your answer as a percentage by multiplying by 100
Worked Example
$ Revenue 100 000 Direct materials 10 000 Direct labour 6 000 Other direct costs 3 000 The table above shows the information for 9 000 units of a product sold.
Calculate:
(a) the total contribution
(b) the contribution per unit
(c) the contribution to sales ratio.
Answer:
(a)
Calculate the total variable cost
Variable costs = Direct materials + Direct labour + Other direct costs
= \$10 000 + \$6 000 + \$3 000 *= \$19 000 *Subtract the variable cost from the revenue
Contribution = Revenue - Variable costs
= $100 000 - $19 000
Final answer: Contribution is $81 000
(b)
Divide the total contribution by the number of units
81 000 ÷ 9 000 = $9
Final answer: Contribution per unit is $9
(c)
Divide the total contribution by the revenue
Multiply by 100 to turn into a percentage
Final answer: Contribution to sales ratio is 81%
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