Question: QUESTION 1 What is an optimal portfolio? a. An envelope portfolio which does not have any negative weights b. An envelope portfolio which has the
QUESTION 1
What is an optimal portfolio?
| a. | An envelope portfolio which does not have any negative weights |
| b. | An envelope portfolio which has the constant c set equal to the risk free rate |
| c. | An envelope portfolio which has the constant c set equal to zero |
| d. | None of the above |
QUESTION 2
Which of the following is true?
| a. | The efficient frontier with short sales dominates the efficient frontier without short sales |
| b. | The efficeint frontier with and without short sales are exactly the same |
| c. | Short sale restriction has no effect on the efficient frontier |
| d. | The efficient frontier without short sales dominates the efficient frontier with short sales |
QUESTION 3
What is the maximum loss on a protective put strategy of buying a stock at $40 and buying a put with strike of $40 for a cost of $2?
| a. | $0 |
| b. | $38 |
| c. | $2 |
| d. | $40 |
QUESTION 4
American put options will be
| a. | worth the same as european puts |
| b. | worth more than the european puts |
| c. | None of the above |
| d. | worth less than the european puts |
QUESTION 5
Suppose the price of a share of IBM stock is $200. An April call option on IBM stock has a premium of $5 and an exercise price of $200. Ignoring commissions, the holder of the call option will earn a profit if the price of the share
| a. | increases to $206 |
| b. | increases to $204 |
| c. | decreases to $196 |
| d. | decreases to $190 |
QUESTION 6
The price of a stock put option is __________ correlated with the stock price and __________ correlated with the striking price
| a. | negatively; positively |
| b. | positively; negatively |
| c. | negatively; negatively |
| d. | positively; positively |
QUESTION 7
| What is the price of a call option using the Black-Scholes formula based on the data given below? |
|
| |
| Time to expiration | = 6 months |
| Standard deviation | = 50 % per year |
| Exercise price | = 50 |
| Stock price | = 50 |
| Interest rate | = 3 % per year |
| a. | $3.21 |
| b. | $6.59 |
| c. | $8.07 |
| d. | $7.34 |
QUESTION 8
A stock selling for $25 today will in 1 year be worth either $35 or $20. If the interest rate is 8% what is the value of the one year call option on the stock with an exercise price of $30, using the one period binomial model?
| a. | 1.9976 |
| b. | 3.4345 |
| c. | 5.6745 |
| d. | 2.1605 |
QUESTION 9
Current stock price = $55
Option time to maturity = 0.5
Option exercise price = $60
Interest rate = 10%
Call price = $3
Given the data above what is the price of a Put option with the same strike and time to maturity as the call option above?
| a. | $6.09 |
| b. | $9.67 |
| c. | $3.43 |
| d. | $5.07 |
QUESTION 10
Suppose you bought a call for $2 with an exercise price of $35 and wrote a call for $1 with an exercise price of $40. This strategy is called
| a. | Butterfly |
| b. | Straddle |
| c. | Bull Spread |
| d. | Bear Spread |
QUESTION 11
Which Excel function is used to generate random numbers from a standard normal distribution?
| a. | Norm.S.Inv(Rand()) |
| b. | Norm.S.Inv() |
| c. | Norm.Inv(Rand()) |
| d. | Rand() |
QUESTION 12
Which of the following is not a property of stock prices?
| a. | The average return from holding a stock tends to decrease over time |
| b. | Changes in stock prices are continuous |
| c. | The uncertainty of stock returns increases over time |
| d. | Stock prices are uncertain |
QUESTION 13
In the lognormal stock price equation what is t ?
| a. | The stochastic part of the stock return |
| b. | The uncertain portion of the stock return |
| c. | The total stock return |
| d. | The certain portion of the stock return |
QUESTION 14
Which of the following is not true?
| a. | The underlying distribution of the stock returns has a mean equal to the risk free rate |
| b. | All of the above are not true |
| c. | Under risk neutral pricing, derivatives are priced by discounting their expected payoffs at the risk free rate |
| d. | Stock prices follow a normal distribution |
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