What is the cash flow of a 10-year bond that pays
coupon interest semiannually, has a coupon rate
of 7%, and has a par value of $100,000?
Step 1 : Calculation of Semi Annual Coupon Payments | |||||
Par value of the bond issued is = | $1,00,000 | ||||
Annual Coupon % | 7.00% | ||||
Annual Coupon Amount | $7,000 | ||||
Semi Annual Coupon Amount | $3,500 | ||||
Step 2: Calculate number of years to Maturity | |||||
Number of years to maturity = 10 years | |||||
Interest is paid semi annyally so total period = 10 Years * 2 = 20 Periods | |||||
Step 3 : Caclulation of Current Market Price (intrinsic value) of the bonds | |||||
Period | Interest | Amount (In Million) | |||
1 | Interest | $3,500 | |||
2 | Interest | $3,500 | |||
3 | Interest | $3,500 | |||
4 | Interest | $3,500 | |||
5 | Interest | $3,500 | |||
6 | Interest | $3,500 | |||
7 | Interest | $3,500 | |||
8 | Interest | $3,500 | |||
9 | Interest | $3,500 | |||
10 | Interest | $3,500 | |||
11 | Interest | $3,500 | |||
12 | Interest | $3,500 | |||
13 | Interest | $3,500 | |||
14 | Interest | $3,500 | |||
15 | Interest | $3,500 | |||
16 | Interest | $3,500 | |||
17 | Interest | $3,500 | |||
18 | Interest | $3,500 | |||
19 | Interest | $3,500 | |||
20 | Interest | $3,500 | |||
20 | Bonds Par Value | $1,00,000 | |||
Total Cash Flow | $1,70,000 | ||||
Answer = Total cash Flow = $ 170,000 |
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