Monash University · S1 2026 · FACULTY OF BUSINESS & ECONOMICS

ACC1001 · Accounting Fundamentals

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Chapter 11 of 11 · ACC1001

Cost-Volume-Profit Analysis

Cost-Volume-Profit Analysis is the unit's flagship decision tool: how fixed, variable and mixed costs behave, the contribution margin, the break-even and target-profit volumes, the relevant range, operating leverage, and the make-or-buy and special-order decisions CVP supports. Monash states you will NOT calculate break-even — so it is examined by explaining the rationale and applying it to decisions, including the CVP assumptions and their limits.

In this chapter

What this chapter covers

  • 011. Cost behaviour: fixed (constant in total, falls per unit), variable (varies in total, constant per unit), mixed
  • 022. Contribution margin per unit = Selling price per unit − Variable cost per unit
  • 033. Break-even (units) = Fixed costs ÷ Contribution margin per unit (round UP)
  • 044. Target-profit volume = (Fixed costs + Target profit) ÷ Contribution margin per unit
  • 055. Relevant range: the activity band where cost behaviour assumptions hold
  • 066. Operating leverage: the fixed:variable mix, break-even and risk
  • 077. Decisions CVP supports: feasibility, pricing, outsourcing (make-or-buy), special orders
  • 088. CVP assumptions: linear behaviour, constant price and unit costs, constant sales mix, all output sold
Worked example · free

Break-even and target profit, with a price what-if

Q [7 marks]. "Lumen Candles" sells at $20/unit, with variable cost $8/unit and fixed costs $54,000/year, and a target profit of $30,000. (a) Find the contribution margin per unit. (b) Break-even units. (c) Units for the target profit. (d) If the price rises to $22, what is the new break-even? (Monash assesses the rationale, not the calculation, in the exam.)
  • +1(a) Contribution margin per unit = Selling price − Variable cost = 20 − 8 = $12.
  • +2(b) Break-even units = Fixed costs ÷ CM per unit = 54,000 ÷ 12 = 4,500 units (= $90,000 of sales).
  • +2(c) Target-profit units = (Fixed costs + Target profit) ÷ CM per unit = (54,000 + 30,000) ÷ 12 = 84,000 ÷ 12 = 7,000 units.
  • +1(d) At $22 the new CM = 22 − 8 = $14, so break-even = 54,000 ÷ 14 = 3,857.1 → round UP to 3,858 units.
  • +1Interpret: a higher price raises the contribution margin and so lowers the break-even — you need fewer units to cover fixed costs. Always round break-even UP, because you cannot sell a fraction of a unit.
CM/unit = $12; break-even = 4,500 units; target-profit volume = 7,000 units; at $22 break-even falls to 3,858 units. A higher price lifts the contribution margin, lowering break-even.
Sia tip — Always round break-even UP — 3,857.1 units means 3,858, because a part-unit cannot be sold. Monash will ask you to explain the logic rather than compute it: a higher contribution margin (from a higher price or lower variable cost) lowers break-even, and more fixed cost (higher operating leverage) raises break-even and risk.
Glossary

Key terms

Cost behaviour
Fixed cost: constant in total regardless of activity, so it falls per unit as volume rises (e.g. factory rent). Variable cost: changes in total with activity but is constant per unit (e.g. direct materials). Mixed cost: has both a fixed and a variable portion.
Contribution margin per unit
Selling price per unit − Variable cost per unit. It is the amount each unit contributes towards covering fixed costs and then profit, and is the engine of every CVP calculation.
Break-even point
Break-even units = Fixed costs ÷ Contribution margin per unit (always rounded UP). At break-even total revenue equals total cost and profit is zero; above it the business profits, below it makes a loss.
Target-profit volume
(Fixed costs + Target profit) ÷ Contribution margin per unit — the units needed to reach a desired profit, treating the target profit like an extra block of fixed cost to cover.
Relevant range
The band of activity over which fixed costs stay fixed in total and variable cost per unit stays constant. CVP estimates only hold inside the relevant range.
Operating leverage
The mix of fixed to variable costs. High operating leverage (more fixed cost) raises the break-even point and risk — a sales drop hits profit harder — but offers more upside when sales are strong.
FAQ

Cost-Volume-Profit Analysis FAQ

Do I have to calculate break-even in the ACC1001 exam?

No. Monash's lecture slides state you will not have to calculate break-even — the important thing is understanding the rationale. You should be able to explain what break-even means, how contribution margin drives it, how a price or cost change moves it, and how it informs decisions. The arithmetic in worked examples is there to build understanding, not because you will be asked to reproduce it under exam conditions.

What is the difference between a fixed and a variable cost?

A fixed cost stays constant in total no matter how much you produce — factory rent is the classic example — so on a per-unit basis it falls as volume rises. A variable cost changes in total as activity changes but stays constant per unit — direct materials, for instance. A mixed cost has both elements. This distinction underpins CVP, because only the variable cost is subtracted from price to get the contribution margin.

What is contribution margin and why does it matter?

Contribution margin per unit is the selling price minus the variable cost per unit — what each unit contributes to covering fixed costs and then generating profit. It matters because everything in CVP flows from it: break-even is fixed costs divided by the contribution margin, target-profit volume adds the target to fixed costs, and a higher contribution margin (from a higher price or lower variable cost) always lowers break-even. It is the single most important number in the topic.

What are the assumptions behind CVP and why do they matter?

CVP assumes costs split cleanly into fixed and variable, that cost and revenue behaviour is linear, that price and unit costs stay constant over the period and relevant range, that the sales mix is constant, and that all output produced is sold. They matter because the model is only reliable when they hold — outside the relevant range, or with a changing sales mix, the straight-line estimates break down. The exam often asks you to state these assumptions and discuss their limitations rather than to calculate.

Study strategy

Exam move

Make contribution margin your anchor, because break-even, target profit and every what-if flow from it. Learn cost behaviour cold — fixed is constant in total but falls per unit, variable is constant per unit but rises in total — and be able to explain how a price or variable-cost change shifts break-even (higher contribution margin lowers it). Practise the logic of the decisions CVP supports: outsourcing (make-or-buy) and special orders, always weighing spare capacity and non-financial factors. Know the relevant range and operating-leverage ideas, and be ready to list the CVP assumptions and their limits, since Monash assesses the rationale, not the calculation. Remember the round-UP rule for break-even, and take your framing from the lecture slides.

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