Problem 20-3 Warrants Maese Industries Inc. has warrants outstanding that permit

Question

Problem 20-3
Warrants

Maese Industries Inc. has warrants outstanding that permit the holders to purchase 1 share of stock per warrant at a price of $29.

a. Calculate the exercise value of the firm's warrants if the common sells at each of the following prices: (1) $20, (2) $25, (3) $30, (4) $100. (Hint: A warrant's exercise value is the difference between the stock price and the purchase price specified by the warrant if the warrant were to be exercised.)

b. Assume the firm's stock now sells for $20 per share. The company wants to sell some 20-year, $1,000 par value bonds with interest paid annually. Each bond will have attached 25 warrants, each exercisable into 1 share of stock at an exercise price of $25. The firm's straight bonds yield 12%. Assume that each warrant will have a market value of $4 when the stock sells at $20. What coupon interest rate must the company set on the bonds with warrants if they are to clear the market? (Hint: The convertible bond should have an initial price of $1,000.) Round your answer to two decimal places.
___%

c. What dollar coupon must the company set on the bonds with warrants if they are to clear the market? (Hint: The convertible bond should have an initial price of $1,000.) Round your answer to the nearest dollar.
$ ___

answer for b is not 4.60 and c is not 46

Explanation / Answer

Ans;

Solution:
a. Expiration value = Current price - Striking price.

Current Striking Expiration
Price Price Value   
$ 20 $29 -$9 or 0
25 $ 29 -$4or0
30 $29 $1
100 $29 $71


b. V Package = $1,000

    $1000=VB +50($3.75)
VB = $1,000 - $187.5 = $812.5

PV of ordinary annuity when interest rate=9% and no. of period=20=9.12855

PV of factor when interest rate=9% and no of period=20=.5.6044
$812.5 = I (9.12855) + $1,000(0.56044)

    $812.5 = I(9.12855) + $560.44
   $812.5-$560.44 = I (9.12855)

252.06 $=I (9.12855)

     I=252.06/9.12855
I = $27.61

      I= $28
c.Therefore, the company would set a coupon interest rate of 10 percent, producing an annual interest payment I = $28

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