A $1,000 face value bond is currently quoted at 101.2. the bond pays semiannual payments of $28.50 each and matures in six years
1 answer:
Coupon rate is the yearly interest earned by a loan and it can be calculated with
where i is the annual interest and p is the par value of the bond or the initial loan amount.
For this particular case, since the semiannual payment is $28.50, then the annual payment is 2 x 28.50 = $57.00.
Thus, we have
From this, the coupon rate is 0.057 x 100% = 5.7%.
Answer: 5.7%
where i is the annual interest and p is the par value of the bond or the initial loan amount.
For this particular case, since the semiannual payment is $28.50, then the annual payment is 2 x 28.50 = $57.00.
Thus, we have
From this, the coupon rate is 0.057 x 100% = 5.7%.
Answer: 5.7%
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Answer:
Bank A should be chosen.
Explanation:
Given:
Effective annual rate (EAR) of bank A = 10%
Bank B pays 9% compounded daily. EAR of bank B is calculated below:
EAR =
Where, i is 0.09
n is compounding period that is 365 (since it is compounded daily)
EAR =
= 1.0942 - 1
= 0.0942 or 9.42%
Bank B pays EAR of 9.42%
Based on EAR, Bank A should be selected as it pays higher EAR of 10%.