P$811$ Integrative: Expected return, standard deviation, and coefficient of variation Three assets$$F$,$ G$,$ and H$$are currently under consideration by Perth Industries. The probability distributions of expected returns for these assets are shown in the following table. Asset F Asset G Asset H j Prj Return, rj Prj Return, rj Prj Return, rj $10\mathrm{.}1040\%0\mathrm{.}4035\%0\mathrm{.}1040\%20\mathrm{.}20100\mathrm{.}30100\mathrm{.}202030\mathrm{.}4000\mathrm{.}30-200\mathrm{.}401040\mathrm{.}20-50\mathrm{.}20050\mathrm{.}10-100\mathrm{.}10-20$ a$.$ Calculate the average return, r$,$ for each of the three assets. Which provides the largest average return? b$.$ Calculate the standard deviation, sr$,$ for each asset$$s returns. Which appears to have the greatest risk? c$.$ Calculate the coefficient of variation, CV$,$ for each asset$$s returns. Which appears to have the greatest relative risk?