Chinook Inc. has available for issue a $3,220,000 bond due in eight years. Interest at the rate of 8.00% is to be paid semiannually. Calculate the issue price if the market interest rate is: (Do not round intermediate calculations. Round the final answers to the nearest whole dollar.)
Market Interest Rate | Issue Price | |
a) | 7.5 | |
b) | 8.00 | |
c) | 8.75 |
CALCULATION OF PRESENT VALUE OF THE BOND IF THE INTEREST PAID SEMI ANNUALLY | |||||||
Step 1 : Calculation of Semi Annual Coupon Payments | |||||||
Par value of the bond issued is = | $32,20,000 | ||||||
Annual Coupon % | $0 | ||||||
Annual Coupon Amount | $2,57,600 | ||||||
Semi Annual Coupon Amount | $1,28,800 | ||||||
Step 2: Calculate number of years to Maturity | |||||||
Number of years to maturity = 8 years | |||||||
Interest is paid semi annyally so total period = 8 Years * 2 = 16 Periods | |||||||
Step 3 : Caclulation of Current Market Price (intrinsic value) of the bonds | |||||||
When Market rate of interest or Yield to Maturity or Required Return = 7.5% | |||||||
Bonds interest is paid semi annualy means so discounting factor = 7.5 % /2= 3.75 % | |||||||
When Market rate of interest or Yield to Maturity or Required Return = 8% | |||||||
Bonds interest is paid semi annualy means so discounting factor = 8 % /2= 4 % | |||||||
When Market rate of interest or Yield to Maturity or Required Return = 8.75% | |||||||
Bonds interest is paid semi annualy means so discounting factor = 8.75 % /2= 4.375 % | |||||||
Period (8 Yrs) | PVF of $ 1 @ 3.75 % | PVF of $ 1 @ 4 % | PVF of $ 1 @ 4.375 % | ||||
1 | 0.963855 | 0.961538 | 0.958084 | ||||
2 | 0.929017 | 0.924556 | 0.917925 | ||||
3 | 0.895438 | 0.888996 | 0.879449 | ||||
4 | 0.863073 | 0.854804 | 0.842586 | ||||
5 | 0.831878 | 0.821927 | 0.807268 | ||||
6 | 0.801810 | 0.790315 | 0.773430 | ||||
7 | 0.772829 | 0.759918 | 0.741011 | ||||
8 | 0.744895 | 0.730690 | 0.709951 | ||||
9 | 0.717971 | 0.702587 | 0.680192 | ||||
10 | 0.692020 | 0.675564 | 0.651681 | ||||
11 | 0.667008 | 0.649581 | 0.624365 | ||||
12 | 0.642899 | 0.624597 | 0.598194 | ||||
13 | 0.619662 | 0.600574 | 0.573120 | ||||
14 | 0.597264 | 0.577475 | 0.549097 | ||||
15 | 0.575676 | 0.555265 | 0.526081 | ||||
16 | 0.554869 | 0.533908 | 0.504030 | ||||
11.870165 | 11.652296 | 11.336463 | |||||
Answer = A) | |||||||
Semi Annual Interest | Total of PVF of $ 1 @ 3.75% | Total | |||||
Present Value of Semi annual interest = | $1,28,800 | 11.870165 | $15,28,877.26 | ||||
Par Value of the Bonds = | $32,20,000 | 0.533908 | $17,19,184.33 | ||||
Present value of Bond | $32,48,061.58 | ||||||
Answer = B) | |||||||
Semi Annual Interest | Total of PVF of $ 1 @ 4 % | Total | |||||
Present Value of Semi annual interest = | $1,28,800 | 11.652296 | $15,00,815.67 | ||||
Par Value of the Bonds = | $32,20,000 | 0.533908 | $17,19,184.33 | ||||
Present value of Bond | $32,20,000.00 | ||||||
Answer = C) | |||||||
Semi Annual Interest | Total of PVF of $ 1 @ 4.375 % | Total | |||||
Present Value of Semi annual interest = | $1,28,800 | 11.336463 | $14,60,136.37 | ||||
Par Value of the Bonds = | $32,20,000 | 0.504030 | $16,22,975.84 | ||||
Present value of Bond | $30,83,112.22 | ||||||
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