i=2% Inflow (+) Outflow (-) 1 P=? 5,000 2 3 5,000 X 4 5 6 t in years Note the cash flow series in the graph. The amounts of 5,000 at years 2 and 4 and X are inflows to our savings account (assume X is equal to $8000), after making an investment of P at the end of year 0. The interest rate is compounded, and each time unit is one year. Assume the entire investment is recovered at the end of year 6.

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Chapter1: Making Economics Decisions
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i=2%
Inflow (+)
Outflow (-)
1
P=?
5,000
2 3
5,000
X
4 5 6
t in years
Note the cash flow series in the graph. The amounts of 5,000 at years 2 and 4 and X are inflows to our
savings account (assume X is equal to $8000), after making an investment of P at the end of year 0. The
interest rate is compounded, and each time unit is one year. Assume the entire investment is recovered at
the end of year 6.
Hint: Break down this cash flow into two three single payments
Calculate the value for P using compound interest calculations and leveraging the cash flow diagram
above
Transcribed Image Text:i=2% Inflow (+) Outflow (-) 1 P=? 5,000 2 3 5,000 X 4 5 6 t in years Note the cash flow series in the graph. The amounts of 5,000 at years 2 and 4 and X are inflows to our savings account (assume X is equal to $8000), after making an investment of P at the end of year 0. The interest rate is compounded, and each time unit is one year. Assume the entire investment is recovered at the end of year 6. Hint: Break down this cash flow into two three single payments Calculate the value for P using compound interest calculations and leveraging the cash flow diagram above
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