Based on the terms of a bond, it pays a holder $62,500 three years after it is issued. The stated interest rate on this bond is 4%, which is commensurate with the market interest rate. What is the present value of this bond? Assume annual compounding.
Solution:
Using the time value of money equation,
Future Value = Present Value * ( 1 + r ) ^ n
Here,
r is the annual interest rate on the bond
n is number of years ( life of the bond )
Future Value of bond is $62500
62500 = Present Value * ( 1 + 0.04 ) ^ 3
Present Value = 62500 / 1.124864
= $55562.27
Therefore, Present Value of the bond is $55,562.27
Based on the terms of a bond, it pays a holder $62,500 three years after it...
Based on the terms of a bond, it pays a holder $62,500 three years after it is issued. The stated interest rate on this bond is 4%, which is commensurate with the market interest rate. What is the present value of this bond? Assume annual compounding. $55,541 $55,549 $55,554 $55,559 $55,562 $55,568 none of the above
Based on the terms of a bond, it pays a holder $62,500 three years after it is issued. The stated interest rate on this bond is 4%, which is commensurate with the market interest rate. What is the present value of this bond? Assume annual compounding. 1. $55,541 2. $55,549 3. $55,554 4. $55,559 5. $55,562 6. $55,568 7. none of the above
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