A company recently issued $1,000 par value 10-year bonds with a 5% coupon paid annually with warrants attached. These bonds are currently trading for $1,000. The company also has outstanding $1,000 par value 10-year regular debt with an 8% coupon paid annually, also trading for $1,000. What is the implied value of the warrants attached to each bond?
The implied value of the warrants :
Implied value of warrants = Bond price - Value of coupons - Value of Par | |||||||
Implied value of warrants = P - C * (1 - (1+r)^-n )/ r - Par / (1+r)^n | |||||||
Implied value of warrants = 1000 - 50 * (1 - (1+ 0.08)^-10 )/ 0.08 - 1000 / (1+0.08)^10 | |||||||
Implied value of warrants = 1000 - 50 * (1 - 1/2.158925 )/ 0.08 - 1000 / 2.158925 | |||||||
Implied value of warrants = 1000 - 335.50 - 463.2 = 201.30 |
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