Jeff deposits 150 into a fund today and 215 ten years later. Interest for the first 7 years is credited at a nominal discount rate of d compounded quarterly, and thereafter at a nominal interest rate of 8% compounded semiannually. The accumulated balance in the fund at the end of 15 years is 740. Calculate d. Solution Present Value 150Present Value150Future Value at the end of 15 years740Let Interest Rate for First 7 YeardInterest Rate For Next 3 Year8% Compounding semi annuallyWe Can calculate \'d\' by applying following formula :FvPV*(1+PIF)^n 740 =(150*(1+d*3/12)^28)*(1+8%*6/12)^16 740 =(150*(1+d*3/12)^28)*1.87 740/1.87 =(150*(1+d*3/12)^28)395.72(150*(1+d*3/12)^28)2.64(1+d*3/12)^28)1.04(1+d*3/12)d0.16d = 16% p.a. compunding Quarterly.