uppose a company will issue new 25-year debt with a par value of
$1,000 and a coupon rate of 9%, paid annually. The issue price will
be $1,000. The tax rate is 35%. If the flotation cost is 2% of the
issue proceeds, then what is the after-tax cost of debt? Disregard
the tax shield from the amortization of flotation costs. Round your
answer to two decimal places.
%
What if the flotation costs were 11% of the bond issue? Round your answer to two decimal places.
Floatation cost = 1000*2% = 20 | |||||
Annual amortization of Floatation cost = 20/25 = 0.80 | |||||
Annual Interest paid = 1000*9% = 90 | |||||
After tax interest = 90 (1-0.35) = 58.50 | |||||
Annual after tax cost = 58.50+0.80 = 59.30 | |||||
After tax cost of debt = 59.30 / 1000*100 = 5.93% | |||||
Floatation cost = 1000*11% = 110 | |||||
Annual amortization of Floatation cost = 110/25 = 4.40 | |||||
Annual Interest paid = 1000*9% = 90 | |||||
After tax interest = 90 (1-0.35) = 58.50 | |||||
Annual after tax cost = 58.50+4.40 = 62.90 | |||||
After tax cost of debt = 62.90 / 1000*100 = 6.29% | |||||
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