Present value (with changing interest rates). Marty has been offered an injury settlement of $16 comma 000 payable in 3 years. He wants to know what the present value of the injury settlement is if his opportunity cost is 4.5%. (The opportunity cost is the interest rate in this problem.) What if the opportunity cost is 8%? What if it is 10.5%?
Present value=cash flow*Present value of discounting factor(rate%,time period)
At 4.5%:
Present value=16000/1.045^3
=$16000*0.876296604
=$14020.75(Approx).
At 8%:
Present value=16000/1.08^3
=$16000*0.793832241
=$12701.32(Approx)
at 10.5%:
Present value=16000/1.105^3
=$16000*0.741162036
=$11858.59(Approx).
Present value (with changing interest rates). Marty has been offered an injury settlement of $16 comma...
Present value (with changing interest rates). Marty has been offered an injury settlement of $15,000 payable in 3 years. He wants to know what the present value of the injury settlement is if his opportunity cost is 3.5%. The opportunity cost is the interest rate in this problem. What if the opportunity cost is 7.5%? What if it is 10%? If Marty's opportunity cost is 3.5%, what is the present value of the injury settlement? (Round to the nearest cent.)
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Round to the nearest cent
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Solve for the Present Value of a Lump Sum with the Following
Situation: Investor has been offered an investment opportunity that
is expected to provide $1,300 cash inflow at the end of five years.
Investor is able to make 5% compounded annually on other
investments. (This 5% discount rate can be thought of as an
opportunity cost of capitalthe return the investor is forgoing on
an alternative investment of equal risk). How much can the investor
pay today for this...