The estimated cash flows from a project are given by the following table. Assume the cash flows are independent and are Normally distributed. $($MARR$-15\%)(12$ points$)$

$\backslash$table$[[$EOY$,$Mean Net Cash Flow,Standard deviation of Cash Flow$],[0,-600,150],[1,900,350],[2,415,500]]$

What is the mean of the Net Present Value? $(4$ points$)$

What is the standard deviation of the Net Present Value? $(4$ points$)$

What is the probability of IRR $>$MARR? $(4$ points$)$