Analysis of the Statement of Financial Position (AQA A Level Business): Revision Note

Syllabus Edition

First teaching 2026

First exams 2028

Exam code: 7132

Lisa Eades

Written by: Lisa Eades

Reviewed by: Bridgette Barrett

Updated on

Return on capital employed (RoCE)

  • The return on capital employed is also known as the primary ratio

  • It compares the profit made by a business to the amount of capital invested in the business

  • It is a measure how effectively a business uses the capital invested in the business to generate profit

  • Return on capital employed is a key performance indicator that can be compared over time and also with competitors and other potential capital investments

  • Return on capital employed is expressed as a percentage and can be calculated using the formula

Return on capital employed = Operating profitCapital employed × 100

Worked Example

The table shows an extract from the company accounts of Keals Cosmetics.

Current Liabilities

£1.5 million

Revenue

£7 million

Total Assets

£15.4 million

Operating Profit

£2.2 million

Calculate Keals Cosmetics' Return on Capital Employed.

[3]

Capital employed

= £15.4m  £1.5m = £13.9m     (1)

Operating profit divided by capital employed

= £2.2m£13.9m= 0.16     (1)

Expressed as a percentage

= 0.16 × 100= 16%       (1)

  • The capital employed in Keals Cosmetics has generated a return of 16%

Interpreting RoCE

  • The RoCE rate differs between industries so comparison across sectors is not recommended

    • It can be compared with other forms of return, such as interest rates on savings and with other businesses within the same industry

  • The higher the RoCE rate, the better, as it indicates that the business is profitable and using its capital efficiently

    • Investors prefer businesses with stable and rising levels of RoCE, as this indicates low-risk growth is being achieved

Ways to increase RoCE

  1. Make more profit without spending more money

    • If a business earns more money (profit) but doesn't take on extra loans or investment, it will get more return from the same amount of capital

    • Example: A shop sells more products without having to buy new equipment

  2. Use less capital to make the same profit

    • If a business keeps profit the same but uses less money overall (e.g. sells off unused equipment or pays off debt), it will be more efficient with what it has

    • Example: A company stops renting a second office and saves money, but still keeps sales and profit steady

Worked Example

Faced with increasing costs, Kent & Medway Properties Ltd is looking to close one of its three high-street estate agency branches.

The table below shows some key data for each of the branches.

Branch

Capital Employed 

Operating Profit

Sevenoaks

£2.4m

£0.37m

Whitstable

£3.1m

£0.57m

Rochester

£2.9m

£0.51m

Calculate the return on capital employed (RoCE) for each branch and recommend which branch, on profitability terms, should close. 

[5]

Step 1: Apply the formula to calculate the RoCE for each branch

      Return on Capital Employed = Operating ProfitCapital Employed  × 100Sevenoaks = £0.37m£2.4m  × 100 = 15.42%Whitstable = £0.57m£3.1m  × 100 = 18.39%Rochester = £0.51m£2.9m  × 100 = 17.59%      (3)

Step 2: Identify the least profitable branch for closure

  • Sevenoaks is the least profitable branch (1) with a RoCE of 15.42% (1) and should be the branch selected for closure

Return on investment

  • Return on investment evaluates the financial return generated by a specific investment decision

    • Such as purchasing new equipment, launching a new product or opening a new location

    • It answers the question: was this particular investment worth making?

  • Return on investment is expressed as a percentage and calculated using the formula

Return on investment (ROI) = Net return from investmentCost of investment × 100

Worked Example

PriceWise Sports Ltd invests £50,000 in new production machinery.

Over its useful life, the machinery generates an additional £87,500 in profit.

Calculate the return on investment for the new machinery.

Net return

=£87,500  £50,000 = £37,500.

Return on investment

= £37,500£50,000 × 100 = 75%

Gearing

  • The gearing ratio shows the long-term financial structure of the business

    • It shows the balance of non-current liabilities (e.g. long-term loans) to shareholder capital used to fund a business

    • The outcome is expressed as a percentage

    • In short, it shows how reliant a business is upon borrowed money

  • The gearing ratio is calculated using the formula

Gearing Ratio = Non Current LiabilitiesCapital Employed x 100

  • Capital employed can be calculated by subtracting current liabilities from total assets

Worked Example

The table shows an extract from the company accounts of Keals Cosmetics.

Current assets

£6.2 million

Current liabilities

£3.4 million

Non-current liabilities

£9.6 million

Capital employed

£43.3 million

Calculate the gearing ratio of Keals Cosmetics.

Data required to calculate the gearing ratio:

  • Non-current liabilities     =    £9.6 million

  • Capital employed   =    £43.3 million

Non-current liabilities divided by capital employed

= £9.6 million ÷ £43.3 million=  0.22

Expressed as a percentage

= 0.22 × 100= 22%    

  • 22% of Keals Cosmetics' capital structure is made up of long-term loans

Interpreting the gearing ratio

Highly geared business

  • In a highly-geared business more than 50 percent of the capital employed is long-term loans

    • Substantial levels of interest will need to be paid on this high level of borrowing, which means

      • The level of profit available to pay as dividends to shareholders is reduced

      • Profit available to retain within the business is limited

      • The business is likely to be considered a risk for further investment

      • It is also likely to face difficulties in raising further loan capital 

Steps to reduce gearing

  • A highly-geared business may take steps to lower its ratio by:

    • Issuing more shares to create further share capital

    • Retaining more profits to avoid further borrowing

    • Repaying loans to lower interest costs for the business 

Low geared business

  • low-geared business has less than 50 percent of its capital employed as long-term loans

    • The business may be missing out on the opportunity to access finance without the need to dilute existing shareholders' control

    • This is especially true when interest rates are very low, as has been the case in the UK over the last 15 years

    • Lenders such as banks are more likely to approve loan applications from low-geared businesses

    • An unwillingness to access loan capital may indicate a risk-averse business, which may deter investors

 Steps to increase gearing

  • A low-geared business may take steps to increase its ratio by

    • Buying back shares to reduce share capital in relation to borrowing

    • Obtain more loans

Worked Example

Catseye Pressings Ltd is considering making an application for a long-term loan to purchase a new storage facility.

The table shows extracts from its balance sheet.

Non-current assets

£16.40m

Current assets

£3.62m

Current liabilities

£2.18m

Non-current liabilities

£5.75m

Calculate Catseye Pressings Ltd's gearing ratio and advise whether an application for a loan is likely to be approved on this basis.

Capital employed

= (£16.40m + £3.62m)   £2.18m= £17.84m

Gearing

=  £5.75m£17.84m  x  100= 32.23%

  • The loan application is likely to be approved, as Catseye Pressings Ltd is a low-geared business and thus a relatively low-risk to lenders

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Lisa Eades

Author: Lisa Eades

Expertise: Curriculum Expert

Lisa has taught A Level, GCSE, BTEC and IBDP Business for over 20 years and is a senior Examiner for Edexcel. Lisa has been a successful Head of Department in Kent and has offered private Business tuition to students across the UK. Lisa loves to create imaginative and accessible resources which engage learners and build their passion for the subject.

Bridgette Barrett

Reviewer: Bridgette Barrett

Expertise: Development Editor

After graduating with a degree in Geography, Bridgette completed a PGCE over 30 years ago. She later gained an MA Learning, Technology and Education from the University of Nottingham focussing on online learning. At a time when the study of geography has never been more important, Bridgette is passionate about creating content which supports students in achieving their potential in geography and builds their confidence.