A zero coupon T-bill with 4-month expiration and $1000 par is currently selling at $974. What is your annual percentage yield (i.e. APR using simple annualization, not compounded)? (Provide your answer in percent rounded to two digits, omitting the % sign.)
P.S Please provide the correct answer
Price of Zero Coupon Bond = $974
974 = 1,000/(1 + r)4/12
r = 8.22%
So,
APR on Loan = 8.22%
A zero coupon T-bill with 4-month expiration and $1000 par is currently selling at $974. What...
A zero coupon T-bill with 4-month expiration and $1000 par is currently selling at $974. What is your annual percentage yield (i.e. APR using simple annualization, not compounded)? (Provide your answer in percent rounded to two digits, omitting the % sign.)
A zero-coupon Treasury security (that is, a T-bill) has 50 days to maturity and a discount yield of 4.2%. Calculate the effective yield for this security. (This is not the bond equivalent yield, but rather the equivalent of an EAR (effective annual rate).) Answer in percent terms to two decimal places. Do not enter the percent sign. Do not assume the inputs are the same as for the previous question. You can assume whatever face or par value you want,...
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1. A bond is paying $60 coupon every six month. The bond's face value is $1000 and it has 5 years to maturity. By what percentage will the price of the bond change, if the current YTM of 10% decreases to 8.5% due to a credit rating upgrade? (Provide your answer in percent rounded to two decimals, omitting the % sign.) Please be sure of answer and show explanations.
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