Solution :
The present value of a cash inflow at period 'n' is calculated using the following formula:
PV = Cn / (1 + r )n
PV = Present Value ; Cn : Cash Inflow at period n ;
r = discount rate ; n = Number of periods or years
As per the information given in the question we have
r = 6.40 % = 0.064 ; n = 79 year
C79 = $ 1,250,000
Applying the above values in the formula we have
PV = $ 1,250,000 / ( 1 + 0.064 ) 79
= $ 1,250,000 / ( 1.064 ) 79
= $ 1,250,000 / 134.396701
= $ 9,300.8235
= $ 9,300.82 ( when rounded off to two decimals )
Thus, the Present value of a $ 1,250,000 payment in 79 years when the discount rate is 6.4 percent is
= $ 9,300.82
The present value of winnings = $ 9,300.82
Note : The value of ( 1.064 ) 79 has been calculated using the excel function =POWER(Number,Power).
Thus =POWER(1.064,79) = 134.396701
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