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Revenue, Costs, Profits and Cash

Percentage change in revenue, costs and profit

  • 3 things to know
  • Papers 1 and 3

Overview

The formula for percentage change, calculating percentage changes in revenue, costs, profit and sales volume, why profit changes faster than revenue, successive percentage changes and why they cannot be added, percentage changes against percentage point changes, and comparing firms of different sizes.

What you need to know

Answer each one before you reveal it.

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Numbers

State the formula for percentage change.

Numbers

A firm's sales revenue rises from £480,000 to £552,000. Calculate the percentage change.

Numbers

A firm's total costs fall from £250,000 to £230,000. Calculate the percentage change.

Questions from this subtopic

Each one with the model answer underneath.

  1. 1

    State the formula for percentage change.

    Model answer

    Percentage change = (change in value ÷ original value) × 100.

  2. 2

    A firm's sales revenue rises from £480,000 to £552,000. Calculate the percentage change.

    Model answer

    Revenue rises by £72,000, which is an increase of 15%.

  3. 3

    A firm's total costs fall from £250,000 to £230,000. Calculate the percentage change.

    Model answer

    Costs fall by £20,000, which is a decrease of 8%.

  4. 4

    A firm's profit falls from £40,000 to £34,000. Calculate the percentage change.

    Model answer

    Profit falls by £6,000, which is a decrease of 15%.

  5. 5

    A firm's sales volume of 12,000 units rises by 15%. Calculate the new sales volume.

    Model answer

    The new sales volume is 13,800 units.

  6. 6

    A firm's revenue of £480,000 grows by 15% while its costs of £420,000 grow by 10%. Calculate the percentage change in its profit.

    Model answer

    Profit rises from £60,000 to £90,000, an increase of 50%.

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