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CIE 9706 Accounting · AS · Topic 7.1

Classification and behaviour of costs

Clear, syllabus-mapped CIE 9706 Accounting revision notes on classification and behaviour of costs: explanations, worked examples and exam technique, then a free targeted practice drill.

CIE 9706 AccountingASFree revision notes
Contents: 7 sections

Syllabus points

Three ways to classify the same cost

Every cost can be sorted three different ways, and the question tells you which one it wants.

By element: materials, labour, other expenses.

By function: production, administration, selling and distribution, finance.

By behaviour: fixed, variable, semi-variable, stepped.

A factory supervisor's wage is labour by element, production by function, and fixed by behaviour. All three are true at once, and answering with the wrong classification loses the mark even though the description is accurate.

Direct and indirect

Direct costs can be traced to one unit of output: the timber in a table, the wages of the carpenter who made it, a royalty paid per unit.

Indirect costs, together called overheads, cannot be traced to a single unit: factory rent, the supervisor's salary, machine maintenance, the glue used across a hundred tables.

Prime cost is the total of the direct costs: direct materials plus direct labour plus direct expenses.

Glue is the useful example. It is physically in the product, so it looks direct, but tracing it to one table costs more than the glue is worth, so it is treated as an indirect material. Traceability in practice, not in principle, is the test.

Fixed, variable, semi-variable, stepped

Variable costs change in total in proportion to output, and stay constant per unit. Direct materials, direct labour paid per piece, power used by machines.

Fixed costs stay the same in total whatever the output, and therefore fall per unit as output rises. Rent, insurance, straight-line depreciation, salaries.

The pair of sentences above is the most examined idea in the topic, and it is easy to state backwards. Say it as a table and it stays straight:

TotalPer unit
Variable costRises with outputConstant
Fixed costConstantFalls as output rises

Semi-variable costs, also called mixed costs, have both parts: a telephone bill with a line rental plus a charge per call, or a delivery van with road tax plus fuel.

Stepped fixed costs are fixed over a range and then jump: one supervisor can handle up to 20 workers, so a twenty-first worker adds a whole extra salary.

All of this holds only within the relevant range, the span of output the business normally operates in. Double the output and the rent is no longer fixed, because another factory would be needed.

The high-low method

Semi-variable costs must be split before any marginal costing can be done. The high-low method uses only the highest and lowest output levels.

variable cost per unit = (cost at highest output − cost at lowest output) / (highest output − lowest output)

Then substitute back into either level to find the fixed element.

Output of 8 000 units cost $54 000; output of 3 000 units cost $29 000.

The difference in cost is 54 000 minus 29 000, which is $25 000, over a difference in output of 5 000 units. The variable cost per unit is 25 000 divided by 5 000, which is $5.

At the high point, the variable cost is 8 000 times 5, which is $40 000, so the fixed cost is 54 000 minus 40 000, which is $14 000.

Check it at the low point: 3 000 times 5 is 15 000, plus 14 000, which is $29 000. It agrees, and checking the second point takes ten seconds and catches most arithmetic slips.

The method's weakness is worth a sentence in a written answer: it uses two observations and ignores every other one, so an unusual month at either extreme distorts the result, and it assumes a straight line where the real relationship may not be.

Other classifications examined

Common mistakes

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