Calculate geometric average rate of return of the stock given below by using its historical return series
Year | stock price(TL) | Return(%) |
2014 | 200 | |
2015 | 300 | |
2016 | 420 | |
2017 | 336 |
Year | Stock Price |
2014 | 200 |
2015 | 300 |
2016 | 420 |
2017 | 336 |
% Return is calculated using the formula:
(New Price-Old price)/Old price
% return in 2015 = (300-200)/200 = 50%
% return in 2015 = (420-300)/300 = 40%
% return in 2015 = (336-420)/420 = -20%
Year | Stock Price | Return % |
2014 | 200 | |
2015 | 300 | 50% |
2016 | 420 | 40% |
2017 | 336 | -20% |
Geometric Average rate of return of the stock formula is:
For n = 3
Therefore geometric average mean of the stock =(1.5*1.4*0.8)1/3-1 = 1.18878439055263-1 = 18.88%
Answer -> 18.88% (approx.)
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