A LevelBusinessEdexcelRevision Notes3. Business Decisions & Strategy3.3 Decision-Making TechniquesInvestment Appraisal

Investment Appraisal (Edexcel A Level Business)

Revision Note

Test yourselfFlashcards
Lisa Eades

Written by: Lisa Eades

Reviewed by: Steve Vorster

An Introduction to Investment Appraisal

  • Investment appraisal involves comparing the expected future cash flows of an investment with the initial outlay for that investment

  • A business may want to analyse 

    • How soon the investment will recoup the initial outlay

    • How profitable the investment will be

  • Before an investment can be appraised, key data will need to be collected, including

    • Sales forecasts

    • Fixed and variable costs data

    • Pricing information

    • Borrowing costs

  • The collection and analysis of this data is likely to take some time

    • It requires significant experience to interpret the data appropriately before the investment appraisal can take place

  • Different methods are used to appraise the value of an investment, including:

    • The simple payback period

    • The average rate of return (ARR)

    • The net present value of discounted cash flow

Simple Payback Period

  • The payback period is a calculation of the amount of time it is expected an investment will take to pay for itself

  • Where net cash flows are expected to be constant over time the payback period can be calculated using the formula

fraction numerator Initial space Outlay over denominator Net space Cash space Flow space per space Period end fraction space space space space space space space space space space equals space space space space space space space space space space space space space space Years divided by Months

Worked Example

1. Simple Payback Calculation

Gomez Carpets is considering an investment in a new storage facility at a cost of £200,000. It expects additional net cash flow of £30,000 per year as a result of the investment.

Calculate the Payback period for the investment. (3)

Step 1 - Divide the initial outlay by the additional expected net cash flow

   fraction numerator £ 200 comma 000 over denominator £ 30 comma 000 end fraction space space equals space space space 6.67 space years space space (1 mark)

Step 2 - Convert the outcome to years and months

   6 years

   0.67 years     =    8.04 months  (1 mark)

   Payback period    =    6 years and 8 months  (3 marks for the correct answer)

Worked Example

2. Payback calculation for varying cash flow over time

Hammer and Son provides a household repairs service that has recently employed a new handywoman who requires her own van. The new van will be purchased for £32,000

The net cash flows are expected to vary over the five years following its purchase and are shown in the table below.

Year

Net cash Flow (£)

Cumulative Cash Flow (£)

0

(32,000)

(32,000)

1

14,000

(18,000)

2

10,000

(8,000)

3

6,000

(2,000)

4

3,000

1,000

5

2,000

3,000

 Calculate the payback period for the van (4)
 

Step 1 - Identify the final year where the cumulative cash flow is negative

   In this case the cumulative cash flow figure is  -£2,000 at the end of Year 3

   This is the remaining amount (outlay) outstanding. (1 mark)

Step 2 - Calculate the monthly net cash flow for the next year

    £3,000 ÷ 12 (months)       =    £250  (1 mark)

Step 3 - Divide the remaining outlay outstanding by the monthly net cash flow

    £2000 ÷ £250     =     8 months  (1 mark)

Step 4 - Identify the payback period

   In this case the Payback period is 3 years and 8 months  (1 mark)

Benefits and Drawbacks of the Using the Payback Method

Benefits

Drawbacks

  • It is a simple method to calculate and understand

  • It is particularly useful for businesses where the cash flow management is vital

  • Businesses can identify the point at which an investment is paid back and contributing positively to cash flow

  • It is also useful where new technology is introduced regularly

  • Businesses purchasing equipment can calculate whether an investment ‘pays back’ before an upgrade is available

  • It provides no insight into the profitability of investments

  • Payback only considers the total length of time to recover an investment

  • Neither the timing nor the future value of cash inflows is considered

  • It may encourage a short-termism approach

  • Potentially lucrative investments may be dismissed as they take longer to pay back than alternatives

Average Rate of Return (ARR)

  • The Average Rate of Return compares the average  profit per year generated by an investment with the value of the initial outlay

  • The average rate of return is calculated using the formula

fraction numerator average space annual space return over denominator initial space outlay end fraction space space space space space space space cross times space space space space space space space space space 100 space space space space space space

  • The outcome of the formula is expressed as a percentage which makes it easy to compare different investment options

Worked Example

Creative Frames, a small artwork framing business, is considering an investment of £40,000 in new machinery. Megan, the business owner, believes that total cash inflows over a 6-year period will be £140,000 and total cash outflows will be £92,000.

Calculate the Average Rate of Return of the proposed investment.   (4 marks)

Step 1 - Calculate the total profit over the lifetime of the investment

    Total cash inflows   - Total cash outflows = Total profit

    £140,000   - £92,000      =     £48,000      (1 mark)

Step 2 - Divide the total profit by the number of years of the investment project to find the average annual profit

   £48,000 ÷ 6 year      =      £8,000     (1 mark)
 

Step 3 - Divide the average annual profit by the initial outlay

    £8,000 ÷ £40,000      =      0.2     (1 mark)

 
Step 4 - Multiply the outcome by 100 to find the percentage

    0.2 x 100      =      20%     (1 mark)

 The Advantages & Disadvantages of Using the Average Rate of Return (ARR)

Advantages

Disadvantages

  • It considers all of the net cash flows generated by an investment over time

  • It is easy to understand and compare the percentage returns with each other

  • As it depends on an average of cash flows, it ignores the timing of those cash flows

  • The opportunity cost of the investment is ignored as values are nether expressed in real terms nor adjustments made for the impact of interest rates and time

Net Present Value of Discounted Cash Flow

  • Net Present Value (NPV) is a financial metric used to evaluate the value of an investment or a project

  • The NPV of an investment takes into account the effects of interest rates and time

    • It represents the present value of the future cash inflows minus the present value of the future cash outflows

    • To get the present value, the future value has to be discounted (reduced)

  • This discounting method takes into account the:

    • The fact that that money received in the future is worth less than money received today due to inflation

    • The opportunity cost of not having the money available for other uses

  • To calculate the Net Present Value of an investment the value of all future net cash flows in today’s terms need to be calculated first - and then discounted using a table

    • The cost of the initial investment is deducted from the total of the discounted net cash flows

      • If future net cash flows minus the initial investment is positive, then the investment is likely to be worthwhile

      • If the sum of future net cash flows minus the initial investment is negative, then the investment is unlikely to be worthwhile

  • Discounted cash flows are calculated using discount tables which allow future cash flows to be expressed in today’s terms

Worked Example

Brownsea Sightseeing Tours Ltd is considering purchasing a new pleasure craft at a cost of £325,000.  It expects the investment to achieve the following net cash flows over five years of operation

Year

Net cash Flow (£)

10% Discount Factor

0

(325,000)

1.00

1

110,000

0.91

2

90,000

0.83

3

75,000

0.75

4

65,000

0.68

5

60,000

0.62

Using the 10% discount factor, calculate the NPV of the leisure craft investment. (4 marks)

Step 1 - Calculate the discounted cash flow for each year by multiplying the net cash flow by the discount factor

Table showing net cash flow, 10% discount factor, and discounted cash flow from year 0 to 5, with calculations highlighted on the right.

  (2 marks)

Step 2 - Add together the discounted cash flow values for each year, including Year 0   £325,000 + £100,100 + £74,400 £56,250 + £44,200 + £37,200
           = (12,550)

The Net present Value of the investment is -£12,550. This suggests that the investment in the new pleasure craft is not financially worthwhile. (1 mark)

Advantages and Disadvantages of the Net Present Value Method

Advantages

Disadvantages

  • It considers the opportunity cost of money

  • Discount tables are used to calculate forecast future values of net cashflows

  • Businesses may choose different discount tables (20%, 10%, 5% etc)  to adjust the level of risk involved in a project, allowing a range of scenarios to be considered

  • It is more complicated to calculate and interpret than other methods of investment appraisal

  • One of the primary challenges of using the NPV method is accurately forecasting future cash flows

  • Selecting an appropriate discount rate can be challenging, and even small changes in the discount rate can significantly impact the calculated NPV

  • The NPV method only considers the financial costs and benefits of a project and does not account for non-financial benefits or costs, e.g. environmental damage

Examiner Tips and Tricks

A common error made by students is the assumption that discounted cash flow takes into account the effects of inflation on investment decisions. To account for inflation, the discount rate used in the NPV calculation should be adjusted to reflect the expected inflation rate. 

Limitations of Investment Appraisal Techniques

  • Each of the investment appraisal techniques relies upon forecasted future cash flows which may lack accuracy

    • Managers compiling cash flow forecasts may lack experience or may be biased towards a particular investment

    • Incomplete past data may make forecasting imprecise or mean that confidence in the data used to compile the forecast is limited

  • Long-term cash flow forecasts can be inaccurate for several reasons

    • Unexpected increases in costs

    • The arrival of new competitors

    • Changes in consumer tastes

    • Uncertainties due to economic growth or recession

  • Factors other than the cost of investment and the return on investment are not considered

    • Business finances and availability of external finance to fund the investment

    • The overall corporate objectives 

    • Potential for positive public relations or meeting social responsibilities

Last updated:

You've read 0 of your 10 free revision notes

Unlock more, it's free!

Join the 100,000+ Students that ❤️ Save My Exams

the (exam) results speak for themselves:

    Test yourselfFlashcards

    Did this page help you?

    Previous:Quantitative Sales ForecastingNext:Decision Trees
    Author
    Reviewer
    Lisa Eades

    Author: Lisa Eades

    Expertise: Business Content Creator

    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.

    Steve Vorster

    Author: Steve Vorster

    Expertise: Economics & Business Subject Lead

    Steve has taught A Level, GCSE, IGCSE Business and Economics - as well as IBDP Economics and Business Management. He is an IBDP Examiner and IGCSE textbook author. His students regularly achieve 90-100% in their final exams. Steve has been the Assistant Head of Sixth Form for a school in Devon, and Head of Economics at the world's largest International school in Singapore. He loves to create resources which speed up student learning and are easily accessible by all.