What is the expected return and the standard deviation of returns if over the past four years an investment returned 10.0%, -12.0%, -14.0% and 12.0%?
Year | length (x) | (x-mean)^2 |
1 | 10.00% | 0.0121 |
2 | -12.00% | 0.0121 |
3 | -14.00% | 0.0169 |
4 | 12.00% | 0.0169 |
Sum | -4.00% | 0.058 |
Average return | -1.00% | |
variance | 0.0145 | |
standard deviation | 12.04% |
Average return = sum of returns/number of returns(n)
Variance = sum ( x-mean)^2/n-1
standard deviation = sqrt(variance)
What is the expected return and the standard deviation of returns if over the past four...
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