Question: (a) Delta tells us how option value changes when the underlying stock's price increases by a small amountx (b) Gamma is higher when the underlying

 (a) Delta tells us how option value changes when the underlying

(a) Delta tells us how option value changes when the underlying stock's price increases by a small amountx (b) Gamma is higher when the underlying stock's price is closer to the option's Btrike price. Because an increase in stock return volatility makes a put more valuable, Vega is positive. (d) Theta tell us that all else equal, a decrease in time to maturity will always decrease the value of a put. 5. Which of the following statements about option hedging is false? (a) Delta hedging helps keep the portfolio's value constant when the underlying stock's price changes by a small amount: (b) Gamma hedging alone can keep the portfolio's value constant when the underlying stock's price changes. - ? (c) A Delta-hedged portfolio, if continuously rebalanced, has a zero Delta. (d) The frequency of portfolio rebalancing becomes less important under DeltaGamma hedging. 6. A zero-coupon bond issued by Moral Hazard, Inc. (MH) has a 1 year maturity. At the maturity date, it will pay bondholders either the face value of the bond (\$100) or nothing at all. The bond is currently trading at $0. Risk-free interest rates are equal to zero. What is the price of an at-the-money European put on this bond that expires in 1 year? (a) $12 (b) $14 (c) $16 (d) $18 7. Each share of Berkshire Hathaway (BRK-B) is currently trading at \$125. If the risk-free rate is 1% and the return volatility of BRK-B is 10%, what is the BlackScholes-Merton price of an at-the-money European call option on BRK-B with one year until maturity? (a) 55.61 (b) $10.72

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