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The solution is mentioned below −

FVn = PV (1+r) ^n

Here, PV = 5000, r =12%, n = 4 years

FVn = 5000 (1+12%) ^4 FVn = 5000 (1.12) ^4 FVn = Rs. 7867.60/-

b) Calculate the deposit after 12 years, if the investor deposited Rs. 80000 with 12% interest rate.

FVn = PV (1+r) ^n FVn = 80000 (1+12%) ^12 FVn = 80000 (1.12) ^12 FVn = Rs. 311678.08/-

c) An investor invested Rs. 15000 for 3 years with interest 14% compounded quarterly. Calculate Future value.

FVn = PV (1+(r/m)) ^m*n FVn = 15000 (1+ (14%/4)) ^4*3 FVn = 15000 (1.035) ^12 FVn = Rs.22666.03/-

d) A company offers 10% rate of interests for investors. Calculate effective rate of interest - Monthly - Quarterly - Half yearly

The solution is as follows −

Effective rate of interest (EIR) = (1+(r/m))-1

**On monthly basis**

EIR = (1+(r/m))-1 EIR = ((1 + (0.1/12)) ^12) -1 EIR = 1.1047 – 1 EIR = 10.47%

**On quarterly basis**

EIR = (1+(r/m))-1 EIR = ((1 + (0.1/4)) ^4) -1 EIR = 1.1038-1 EIR = 10.38%

**On half yearly basis**

EIR = (1+(r/m)) -1 EIR = ((1 + (0.1/2)) ^2) -1 EIR = 1.1025-1 EIR = 10.25%

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