In 2013, Bank of America issued bonds with a 3.30% coupon, to be paid semi-annually. The par value of bonds is $1000. The first coupon payment was made on 07/1/2013. The bonds will mature on 1/11/2023.
a. Your task is to value the bond today. How many coupon payments should you include in your calculation?
b. Use the table below to provide a timeline of cash flows that you will use to arrive at a valuation today. Make sure you place the terminal payment in the last column.
Date | |||||
Time (1,2 etc.) | |||||
Amount |
a. coupons are paid semi-annually. bond maturity is 10 years. so, there are 10*2 = 20 semi-annual coupons. first coupon is already paid. so remaining 19 coupon payments of ($1,000*3.30%/2) = $16.5 each should be included in your calculation.
b. Bond will be retired on 1/11/2023 and par value of the bond $1,000 will be returned.
Date | Time | Amount |
12/1/2013 | 2 | $16.50 |
7/1/2014 | 1 | $16.50 |
12/1/2014 | 2 | $16.50 |
7/1/2015 | 1 | $16.50 |
12/1/2015 | 2 | $16.50 |
7/1/2016 | 1 | $16.50 |
12/1/2016 | 2 | $16.50 |
7/1/2017 | 1 | $16.50 |
12/1/2017 | 2 | $16.50 |
7/1/2018 | 1 | $16.50 |
12/1/2018 | 2 | $16.50 |
7/1/2019 | 1 | $16.50 |
12/1/2019 | 2 | $16.50 |
7/1/2020 | 1 | $16.50 |
12/1/2020 | 2 | $16.50 |
7/1/2021 | 1 | $16.50 |
12/1/2021 | 2 | $16.50 |
7/1/2022 | 1 | $16.50 |
12/1/2022 | 2 | $16.50 |
1/11/2023 | 1 | $1,000.00 |
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