Answer:
coupon interest rate that the company must set on the bonds in order to sell the bonds-with-warrants at par is 8.25%.
Explanation:
warrant per share = 2*75 = $150
price of the bond = 1000 - 150 - (1000/(1.05^40))
= $707.9543177
coupon*(1 -(1/(1.05^40)))/0.05 = 707.9543177
coupon*17.15908635 = 707.9543177
coupon = 41.25827583
coupon rate = 8.25%
Therefore, coupon interest rate that the company must set on the bonds in order to sell the bonds-with-warrants at par is 8.25%.
Answer:
Explanation:
Yield on 1 year trasury bond: r1=4.25+3.5 = 7.75%
Now, yield is r3 = 7.75+1.5 = 8.25%
r3=r*+inf
8.25=3.5+inf
inf=4.75%
4.75 = (4.25+i+i)/3
14.25 = 4.25 +2i
2i = 10
i = 5%
Inflation expected after year 1 is 5%
True
The answer to this question is true