Justin Dweeber is consldering investing $25,000 today in a new company that will generate future cash flows as follows: You require an annually compounded return of at least 8.75% on your investments. What are the Net Present Value (NPV) and Internal Rate of Return (IRR) of the investment? Real Rate of Return = (nominal, annual rate of return - annual inflation rate)//(1+inflation rate) After-Tax Rate of Return = nominal, annual rate of return X (1- Marginal Tax Rate) Real After-Tax Rate of Return = (after-tax rate of return - annual inflation rate) /(1+ inflation ratel NPV=$3,752.66 and IRR =$2.73% NPV=$1,764.59 and IRA=11.79% NPV =$1,764.59 and IRR =11.79% NPV=$21.247.34 and IRR=373.98%