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Which costs are relevant to a short-run decision, and how are special orders, make-or-buy and limiting factors analysed?

Identify relevant costs and apply relevant costing to special-order, make-or-buy and limiting-factor decisions

A focused answer to the H2 Principles of Accounting outcome on relevant costing. Relevant versus irrelevant costs, sunk and committed costs, opportunity cost, special-order and make-or-buy decisions, and ranking by contribution per limiting factor.

Generated by Claude Opus 4.811 min answer

Reviewed by: AI editorial process; not yet individually human-reviewed

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  1. What this dot point is asking
  2. The answer
  3. Examples in context
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What this dot point is asking

SEAB wants you to identify relevant costs and apply relevant costing to three classic short-run decisions: special orders, make-or-buy, and limiting-factor (scarce-resource) problems. Relevant costing is the discipline of using only the costs and revenues that change as a result of a decision. The central insight is that many costs in the accounts, sunk costs, unavoidable fixed costs, are irrelevant to a decision, and including them leads to the wrong choice; only future, differential cash flows matter.

The answer

What makes a cost relevant

A relevant cost is a future cash flow that differs between the alternatives. Three tests must all be met: it is in the future, it is a cash flow, and it differs depending on the decision. This rules out:

Irrelevant cost Why
Sunk cost Already spent; cannot be changed by the decision
Committed cost Will be incurred regardless of the decision
Unavoidable fixed cost Continues whether or not the option is taken
Non-cash items (depreciation) Not a cash flow

A key relevant cost that is easy to miss is opportunity cost: the contribution forgone by using a resource for one purpose instead of its best alternative.

Special-order decisions

For a one-off order with spare capacity, the order is worth accepting if its price exceeds the relevant (usually variable) cost per unit, because fixed costs are already covered by normal business. The order adds its contribution to profit. Strategic factors (effect on regular customers, future pricing) should also be weighed.

Make-or-buy decisions

Compare the relevant cost of making (the variable, and any avoidable fixed, costs) with the buy-in price. Fixed costs that continue regardless are ignored. Make if the relevant make-cost is lower; buy if the buy price is lower, subject to quality, reliability and capacity considerations.

Limiting-factor decisions

When a resource is scarce (labour hours, machine hours, materials), rank products by contribution per unit of the limiting factor, not per unit of product:

Contribution per limiting factor=contribution per unitunits of limiting factor per unit\text{Contribution per limiting factor} = \frac{\text{contribution per unit}}{\text{units of limiting factor per unit}}

Allocate the scarce resource to the highest-ranked product first to maximise total contribution.

Examples in context

Example 1. The misleading sunk cost. A firm has spent \50,000developingaproductandmustdecidewhethertospendafurther developing a product and must decide whether to spend a further \3000030\,000 to launch it, expecting \40,000ofrevenue.The of revenue. The \5000050\,000 already spent is sunk and irrelevant; the decision compares the future \30,000costwiththe cost with the \4000040\,000 benefit, so launching adds \10,000andisworthwhile.Countingthesunk and is worthwhile. Counting the sunk \5000050\,000 would wrongly suggest abandoning a profitable launch.

Example 2. A make-or-buy with an opportunity cost. A company could make a part using machine time that would otherwise produce a product earning \5perhourofcontribution.Thatforgone per hour of contribution. That forgone \55 per hour is an opportunity cost and must be added to the relevant cost of making. Ignoring it would understate the true cost of in-house production and could lead to the wrong make-or-buy decision, showing why opportunity cost belongs in the analysis.

Try this

Q1. A special order is priced at \30perunit;variablecostis per unit; variable cost is \2222 and there is spare capacity. State whether to accept and why. [2 marks]

  • Cue. Accept: the \30priceexceedsthe price exceeds the \2222 variable cost, adding \8$ contribution per unit, since fixed costs are already covered by normal sales.

Q2. Explain why a sunk cost is irrelevant to a decision. [2 marks]

  • Cue. It has already been incurred and cannot be changed by any future choice, so it does not differ between the alternatives and should be ignored.

Q3. Product X gives \40contributionusing contribution using 4scarcehours;productYgives scarce hours; product Y gives \2424 using 22 hours. Which should be prioritised? [3 marks]

  • Cue. Contribution per hour: X = \dfrac{40}{4} = \10;Y; Y = \dfrac{24}{2} = \1212. Prioritise Y, the higher contribution per scarce hour, despite X's higher contribution per unit.

Exam-style practice questions

Practice questions written in the style of SEAB exam questions on this dot point, with worked answer explainers. The year tag is the paper they imitate, not the source.

Original7 marksA company can make a component for variable cost \18perunitplus per unit plus \4000040\,000 of fixed costs that would continue anyway, or buy it in at \22perunit.Itneeds per unit. It needs 8\,000$ units. (a) Identify the relevant costs. (b) Advise whether to make or buy, with figures.
Show worked answer →

(a) The relevant costs are those that differ between making and buying. The \40,000fixedcostcontinuesregardless,soitisnotrelevant.Therelevantcostsarethevariablecostofmaking( fixed cost continues regardless, so it is **not relevant**. The relevant costs are the variable cost of making (\1818) versus the buy-in price (\22$).

(b) Compare on the relevant (differential) costs for 80008\,000 units:

Cost to make = 8\,000 \times 18 = \144,000$ (variable only; fixed cost ignored as it is unavoidable).

Cost to buy = 8\,000 \times 22 = \176,000$.

Making is cheaper by 176\,000 - 144\,000 = \32,000,sothecompanyshouldmakethecomponent.(Equivalently,makingsaves, so the company should **make** the component. (Equivalently, making saves \44 per unit on 80008\,000 units = \32,000$.)

Markers reward identifying the \40,000fixedcostasirrelevant,comparingthevariablemakecostwiththebuyprice,andarecommendationtomakewiththe fixed cost as irrelevant, comparing the variable make cost with the buy price, and a recommendation to make with the \3200032\,000 saving.

Original6 marksA firm is limited to 12001\,200 labour hours. Product P earns contribution \30anduses and uses 3hours;productQearnscontribution hours; product Q earns contribution \2424 and uses 22 hours. (a) Rank the products. (b) State which to prioritise and the contribution if all hours go to the best product.
Show worked answer →

With a limiting factor, rank by contribution per unit of the limiting factor, not contribution per unit.

(a) Contribution per labour hour: P = \dfrac{30}{3} = \10perhour;Q per hour; Q = \dfrac{24}{2} = \1212 per hour.

Ranking: Q first (\12perhour),thenP( per hour), then P (\1010 per hour).

(b) Prioritise Q, which earns the most contribution per scarce labour hour. If all 12001\,200 hours go to Q, units =12002=600= \dfrac{1\,200}{2} = 600, and total contribution = 600 \times 24 = \14,400(or (or 1,200 \text{ hours} \times \12 = \14,400$).

Markers reward ranking by contribution per limiting factor (not per unit), choosing Q, and the \14,400$ contribution from devoting all hours to Q.

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