Face amount = $25,600,000
Interest payment ($25,600,000 * 6% *6/12) = $768,000
Periods to maturity (20 years * 2) = 40
Market Interest rate = 6%
Issue price = $25,600,000
When the coupon rate and market interest rate is same, the issue price of bonds will always be equal to its Face value because the present value of all future payments from bonds will be going to same as face value and here both coupon rate and market interest rate is same as 6%. This can also be calculated as:
Issue price = Present value of coupon payments + Present value
of maturity amount
= ($768,000 * PVAF 3% 40 periods) + ($25,600,000 * PVF 3% 40
periods)
= ($768,000 * 23.11477) + ($25,600,000 * 0.30656)
= $25,600,000
Required information The following information applies to the questions displayed below) int 2 of 3 On...
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explain how you got to answer
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