In: Finance
Mr. James, an ardent photographer has decided to take his for steps on realizing his entrepreneurial dream. He has been mulling over various options and has narrowed them down to 2 options. Mr. James asks for your assistance in resolving the dilemma that he faces. Option 1 Rent an office at La Lucia Mall and purchase photo developing equipment and other devices necessary for this venture. This will involve the actual printing/development of photos, “burning” of CDs/DVD’s, etc. Option 2 Purchase a state of the art Nikon Camera Kit and take photos/record videos of special events (weddings, birthdays, anniversaries, etc.). This will entail spending on an advertising campaign in order to aggressively seek market share. Project cost and other data Option 1 Option 2 Cost of investments (Total) 400 000 90 000 Expected useful life 5 years 5 years Salvage value 50 000 10 000 Cost of capital (After tax) 9% Project Revenues Year 1 150 000 20 000 Year 2 130 000 30 000 Year 3 80 000 50 000 Year 4 60 000 30 000 Year 5 40 000 15 000 Required: 2.1 If James requires a payback period of no more than 3 1/2 years which project should he choose? Show calculations. (8) 2.2 Suggest flaws in the valutitaion method (payback period).(2) 2.3 Use the NPV method to test which project is more viable. (10)
2.1 Below table shows the Cashflows and Cumulative Cashflows details across project life:
Years | Cashflows | Cumulative Cashflows | ||
Option 1 | Option 2 | Option 1 | Option 2 | |
Year 0 | -400000 | -90000 | -400000 | -90000 |
Year 1 | 150000 | 20000 | -250000 | -70000 |
Year 2 | 130000 | 30000 | -120000 | -40000 |
Year 3 | 80000 | 50000 | -40000 | 10000 |
Year 4 | 60000 | 30000 | 20000 | 40000 |
Year 5 | 40000 | 15000 | 60000 | 55000 |
Calculation of Payback Period
For Option 1:
= Year 3 + Proportion of Amount received in Year 4
Payback Period for Option 1 = 3 + (40000/60000) = 3 + (2/3) = 3.67 years = 3 years and 8 months
For Option 2:
= Year 2 + Proportion of Amount received in Year 3
Payback Period for Option 2 = 2 + (40000/50000) = 2 + (4/5) = 2.80 years = 2 years 9 months and 18 days
Option 1 | Option 2 | |
Pay Back Period | 3.67 years | 2.80 years |
If James doesn't want to go beyond Payback period of 3.5 years, then James should go with Option 2 as it has Pay Back Period of 2.80 year which is less than 3.50 years.
2.2 Flaws in Valuation Method: In the above part, we have calculated Simple Payback Period which violates the principle of Time Value of Money. To overcome this, one should consider Discounted Pay Back Period instead of Simple Pay Back Period.
2.3 Below table shows the NPV of both Options respectively, along with it's working calculation:
Years | Cashflows | Present Value Factor | Present Value of Cashflows | ||
Option 1 | Option 2 | Option 1 | Option 2 | ||
Year 0 | -400000 | -90000 | 1 | -400000 | -90000 |
Year 1 | 150000 | 20000 | 0.9174 | 137614.6789 | 18348.6239 |
Year 2 | 130000 | 30000 | 0.8417 | 109418.3991 | 25250.3998 |
Year 3 | 80000 | 50000 | 0.7722 | 61774.6784 | 38609.1740 |
Year 4 | 60000 | 30000 | 0.7084 | 42505.5127 | 21252.7563 |
Year 5 | 40000 | 15000 | 0.6499 | 25997.2555 | 9748.9708 |
Year 5 (Realization of Salvage Value) | 50000 | 10000 | 0.6499 | 32496.5693 | 6499.3139 |
Net Present Value | 9807.0939 | 29709.2386 |
Present Value Factor = 1 / (1+r)^n
where, r = Cost of Capital ( After tax); n = No. of Year
Present Value of Cashflow = Cashflow of Respective option * Present Value Factor
Therefore, the NPV of Option 1 is 9,807.09 whereas NPV of Option 2 is 29,709.24.
Hence, Option 2 will be advisable to go with - by using NPV approach.