Exam 13: Convertible Securities and Warrants

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The market price of the bond will not go below the pure bond value regardless of what happens to the price of the common stock.

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Conversion price is the face value divided by the conversion ratio.

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Assume that a firm has warrants outstanding that allow the holder to buy one share of stock at $22 per share. Also assume the stock is selling at $28 per share and warrants are now selling at $10 per warrant. You can invest $1,000 in the stock or the warrants. Assume the stock goes to $44 and the warrants trade at their intrinsic value when the stock is at $44. Would you have a larger total dollar profit by initially investing in the stock or the warrants? Compute the leverage.

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 Beginning Beginning Number of Shares  Ending Ending  Investment‾ Price‾Shares ‾ Warrants‾ Price ‾ Value ‾ Stock $1,000$2835.71$44$1,571.24 Convertible  Bond  $1,000$10100.00$22$2,200.00\begin{array}{lcccccc}&\text { Beginning } & \text {Beginning} & \text { Number of } & \text {Shares } & \text { Ending } & \text {Ending }\\&\underline{\text { Investment}} &\underline{\text { Price}} &\underline{\text {Shares }}&\underline{\text { Warrants}}&\underline{\text { Price }}&\underline{\text { Value }}\\ \text { Stock } & \$ 1,000 & \$ 28 & 35.71 & \$ 44 & \$ 1,571.24 & \\\text { Convertible }\\\text { Bond }\ & \$ 1,000 & \$ 10 & 100.00 & \$ 22 & & \$ 2,200.00\end{array}
You would have a large total dollar profit investing in the warrant.
Leverage = 120%/57.15% = 2.10 times
Explanation: Stock went up 57.14%: ($44 - $28)/28 = 57.15%
Warrants went up 120%: ($22 - $10)/10 = 120%
Leverage = 120%/57.15% = 2.10 times
You would have a large total dollar profit investing in the warrant.

A company usually would not want to issue convertible securities if its stock is undervalued in the market.

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With convertible bonds, the bond market price minus the conversion value is the conversion premium.

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If the stock price is low or declining, the pure bond value is not very important in determining the bond price.

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Companies usually force conversion when conversion values are low.

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Convertible bonds tend to pay better interest rates than straight bonds, since convertibles are of lower risk.

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The leverage associated with a warrant increases as the stock price increases.

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What is the percentage conversion premium of a convertible bond with market value of $900, conversion value of $800, and par value of $1,000?

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Which of the following statements explains the premium paid over the intrinsic value of a warrant?

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What factor(s) could cause the pure bond value to change?

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Pure bond value is the conversion price, multiplied by the market price.

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What variables are needed to calculate basic earnings per share?

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The conversion feature always causes the bond's price to vary with the stock price.

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Generally, the best time to buy convertible bonds is when interest rates are _________ and when stock prices are _______.

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Which of the following statements about convertible securities is true?

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Which of the following statements about a convertible security is not true?

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A firm has warrants outstanding for investors to purchase 50,000 shares at $25 per share. The current stock price is $40. For accounting purposes, what is the assumed net increase in shares from the exercise of these warrants?

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The shorter the term to maturity, the higher the conversion premium for the bond.

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