One year ago, Tina paid $1,000 for a bond with a coupon rate of 10%. When she purchased the bond, it had 11 years until maturity. The current market rate for bonds of this type is 9%. (Show the timeline and the FCS method).
A. Calculate the current yield (CY) of he r1-year investment.
b. Calculate the capital gains yield (CGY) of her 1-year investment.
c. Calculate the total return (TR) of her 1-year investment
A) | ||||
Computation Of Bond Value | ||||
a | Annual Coupon Amount | $ 100.00 | ||
b | Present Value Annuity Factor for (10 Years,9%) | 6.417658 | ||
c | Present Value Of Annual Interest (a*b) | $ 641.77 | ||
d | Redemption Value | $ 1,000.00 | ||
e | Present Value Of (10 Years,9%) | 0.42241 | ||
g | Present Value Of Redemption Amount (d*e) | $ 422.41 | ||
f | Bond price(c+g) | $ 1,064.18 | ||
Current Yield = Coupon amount / bond price | ||||
=100/1064.18 | ||||
=9.4% | ||||
B) | Capital gain yield = ($1064.18-1000)/1000 | |||
=$64.18/1000 | ||||
=6.42% | ||||
C) | Total return = Capital gain + coupon amount | |||
=($1064.18-1000)+100 | ||||
=$64.18+100 | ||||
=$164.18 | ||||
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