2) Gertrude has borrowed $6000 from her bank to buy a new machine for her business. She has promised to make payments of $2000 after two years, $2500 after three years, and a final payment after five years. What is the size of the last payment, if interest is 8% compounded semiannually?
*Please use financial calculator method and show the values being entered for PY, CY, I, N, PMT, FV, PV along with your final answer*
Present value of 2000 | ||||
Put in calculator | ||||
FV | 2000 | |||
PMT | 0 | |||
I | 8%/2 | 4% | ||
N | 2*2 | 4 | ||
Compute PV | ($1,709.61) | |||
Present value of 2500 | ||||
Put in calculator | ||||
FV | 2500 | |||
PMT | 0 | |||
I | 8%/2 | 4% | ||
N | 3*2 | 6 | ||
Compute PV | ($1,975.79) | |||
Total amount paid = | $3,685.39 | |||
1709.61+1975.79 | ||||
Amount left = | $1,314.61 | |||
5000-3685.39 | ||||
Future value of pending amount - | ||||
put in calculator | ||||
PV | ($1,314.61) | |||
PMT | 0 | |||
I | 4% | |||
N | 5*2 | 10 | ||
Compute FV | $1,945.94 | |||
ans = | $1,945.94 | |||
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