Time value of many Finding P 4ement PV) $1,000 terest rate Number of ye Fulus (FV) www B Creating a table with FV at various interest rates and time periods using Table Year 4) Interest Rate E 10 11 20% 12 13 14 15 14 IN Creating graph with years on the horiental axis and FV on the vertical $1.000 Find P to Future van PV 4) IN Number of ye 4 Pase 2) 45a Finding the rate of retur proved by the sty Ma Sheett + D INNA Fam Fear AMA INA AWA MAA WA mw PA Whered Ral 911 44 45 d. Finding the rate of return provided by the security 46 Cost of security (PV) $1,000 47 Future value of security (FV) $3,000 48 Number of years (N) 6 #N/A 49 Rate of retum (1) 50 51 e. Calculating the number of years required to double the population 52 Current population in millions (PV) 35.9 53 Growth rate (1) 4% 54 Doubled population in millions (FV) 55 Number of years required to double (N) 56 57 f. Finding the PV and FV of an ordinary annuity 58 Annuity (PMT) 59 Interest rate (1) 60 Number of years (N) 61 Present value of ordinary annuity (PV) #N/A 62 Future value of ordinary annuity (FV) #N/A 63 64 g. Recalculating the PV and FV for part f if the annuity is an annuity due 65 Present value of annuity due (PV) 66 Future value of annuity due (FV) #N/A #N/A 67 68 h. Recalculating the PV and the FV for parts a and c if the interest rate is semiannually compounded 69 Future value (FV) 70 Present value (PV) #N/A #N/A 71 72 1. Finding the annual payments for an ordinary annuity and an annuity due 73 Present value (PV) $1,000 74 Discount rate (1) 6% 75 Number of years (N) 12 76 Annual payment for ordinary annuity (PMT,) 77 Annual payment for annuity due (PMT) #N/A #N/A 78 79 Finding the PV and the FV of an investment that makes the following end-of-year payments 80 Year Payment 81 1 $100 82 2 $200 83 3 $500 84 85 Interest rate (1) 6% 86 Present value of investment (PV) 87 Future value of investment (FV) 88 0 00 00 HIVA $1,000 11% 6 #N/A #NA #N/A #N/A