Gilbert Inc. has bonds outstanding that were issued 10 years ago with an original maturity of 20 years. These pay interest semiannually, and have a fixed coupon of 7.50%. Today, each $1000 face value bond is selling for $1030. Gilbert’s marginal tax rate is 25%. Assuming Gilbert would like to issue new bonds today that have the same remaining maturity as their existing bonds, we can estimate Gilbert’s pre-tax marginal cost of debt to be: 7.66% 7.97% 6.49% 6.73% 7.08%
Given about Gilbert Inc.'s bond,
current price = $1030
Face value = $1000
coupon rate = 7.50% paid semiannually
So, semiannual coupon = (7.5%/2) of 1000 = $37.5
years to maturity = 10 years,
Yield to maturity of the bond can be calculated on financial calculator using following values:
FV = 1000
PV = -1030
PMT = 37.50
N = 2*10 = 20
Compute for I/Y, we get I/Y = 3.538
So, YTM of the bond = 2*3.538 = 7.08%
For a company, its pretax cost of debt Kd equals its bond's YTM
So, company's pretax cost of debt Kd = 7.08%
Option E is correct.
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