To answer such type of questions where time lengths are different, we should try to get annualised rate of return for various options and compare
A) For DJIA, Index P_0 (Y= 2004 )= 10539.01, Index P_15 ( Y =
2019) = 27625.63
Using CAGR formula, annualised rate of return = (P_15/P_0)^(1/15)
-1 = (27625.63/10539.01)^(1/15)-1=6.63%
B) For Adidas, using finance.yahoo.com, we get P_0 (date
23Nov14) =Eur 64.5, P_5 (23Nov19) =178.05
Similar to part A, annualised rate of return = (178.05/64.5)^(1/5)
-1 =22.5% (Note than we need to take 5th route here ag 15th in part
A since time period length is 5 yrs from 2014 to 2019)
C) For T Shirt business, since obviously market index kind of data is not available, we need to calculate IRR which would enable comparison with other two options above. Ignoring taxes (since not given in question), it's quite easy to make cashflows as below and use excel solver function to get IRR as below:
Year | Cashflow | Remarks | IRR | Discount Factor (df = (1/1+IRR)^Y) | Present Value (PV = CF*df) | |||
Y | Initial Investment (i) | Annual Sales (ii) | Expenses (iii) | Net Cashflow (CF=i+ii+iii) | 5.8% | |||
0 | -125000 | -125000 | 5.8% | 1.0 | -125000.0 | |||
1 | 22500 | -2500 | 20000 | 5.8% | 0.9 | 18904.7 | ||
2 | 24750 | -2500 | 22250 | Increase in annual sales from year 2 onwards as given in qn | 5.8% | 0.9 | 19879.6 | |
3 | 27000 | -2500 | 24500 | 5.8% | 0.8 | 20691.0 | ||
4 | 29250 | -2500 | 26750 | 5.8% | 0.8 | 21354.0 | ||
5 | 31500 | -2500 | 29000 | 5.8% | 0.8 | 21882.2 | ||
6 | 33750 | -2500 | 31250 | 5.8% | 0.7 | 22288.6 | ||
Total | 0.0 |
In solver we need to keep value of highlighted cell to zero by changing green cell and we shall get 5.8 % as answer
D)Since expected annualised rate of return of T-Shirt business is both less than peer (Adidas) and market Index (Dow Jones), we should not invest in the business
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