Deck 25: Option Valuation

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Question
The expiration date is the only date the owner of a European option can exercise the option.
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Question
An increase in the underlying stock price will increase the value of a call option.
Question
Selling a call option may give you the obligation to sell shares.
Question
Selling a put option may give you the obligation to buy shares.
Question
The seller of a put agrees to purchase shares of stock if the option is exercised.
Question
A protective put entails the purchase of a put option on a stock to limit the downside risk associated
with owning that stock.
Question
An increase in the exercise price will increase the value of a call option.
Question
The strike price is the price the owner of a call pays per share to purchase shares of stock.
Question
An increase in the time to expiration will increase the value of a call option.
Question
When the market interest rates increase, it would unambiguously decrease the value of an
American put option.
Question
The relationship between the prices of the underlying stock, a call option, a put option, and a
riskless asset is referred to as a protective put.
Question
Buying a call option gives you the right to purchase shares.
Question
Buying a put option gives you the right to sell shares.
Question
The value of a call increases when the volatility of the price of the underlying stock increases.
Question
The primary purpose of a protective put is to limit the downside risk of asset ownership:
Question
When the exercise price is increased, it would unambiguously decrease the value of an American
put option.
Question
A put option is a wasting asset; i.e., its value declines with the passage of time, all else equal.
Question
The value of a put decreases as the exercise price increases.
Question
When the variance of the underlying asset increases, it would unambiguously decrease the value of
an American put option.
Question
The risk-free rate of return is a variable that determines the value of an option.
Question
When the value of the underlying asset increases, it would unambiguously decrease the value of an
American put option.
Question
Exercise price Is a variables that is included in the Black-Scholes call option pricing formula.
Question
The formula C0 >= 0 if (S0 - E) correctly describes the boundary values for an American call option.
Question
The intrinsic value of a call is always equal to zero if the call is currently out of the money.
Question
An increase in the variance of the return on the underlying asset will increase the value of a call
option.
Question
The underlying stock price is a variable that determines the value of an option.
Question
According to the Black-Scholes model, when the expiration date is extended, it results in a
decrease in the value of a call option.
Question
The sensitivity of an option's value to a change in the option's time to expiration is measured by the
option theta.
Question
The sensitivity of an option's value to a change in the risk-free rate is measured by the option rho.
Question
Stock price Is a variables that is included in the Black-Scholes call option pricing formula.
Question
Stock beta is a variables that is included in the Black-Scholes call option pricing formula.
Question
Gamma is the sensitivity of an option's value to a change in the risk-free rate.
Question
Delta is the effect on an option's value of a small change in the value of the underlying asset is
called the option.
Question
The time to expiration is a variable that determines the value of an option.
Question
The formula C0 >= (S0 + E) if (S0 + E) >= 0 correctly describe the boundary values for an American
call option.
Question
Standard deviation of the return on a stock Is a variables that is included in the Black-Scholes call
option pricing formula.
Question
The effect on an option's value of a small change in the value of the underlying asset is called the
option theta.
Question
According to the Black-Scholes model, when the exercise price is increased, it results in a decrease
in the value of a call option.
Question
Put-call parity the relationship between the prices of the underlying stock, a call option, a put
option, and a riskless asset is referred to as:
Question
The formula C0 = S0 correctly describes the boundary values for an American call option.
Question
A decrease in the Time to expiration will increase the value of a put option.
Question
Given an underlying stock price of $45.80, the October 45 put is in the money. Given an underlying stock price of $45.80, the October 45 put is in the money.  <div style=padding-top: 35px>
Question
An American call option, with an exercise price of $5, sells for $2; the stock price is $8 presents an
arbitrage opportunity. (Assume no transaction costs and any option can be exercised immediately).
Question
According to the Black-Scholes model, when the variance of the underlying asset decreases, it
results in a decrease in the value of a call option.
Question
C1 = (S1 - E) if (S1 - E) > 0 identifies the value of a call option at expiration.
Question
According to the Black-Scholes model, when the risk-free rate increases, it results in a decrease in
the value of a call option.
Question
When the exercise price is increased, it would unambiguously increase the value of an American
put option.
Question
When the market interest rates increase, it would unambiguously increase the value of an American
put option.
Question
An American put option, with an exercise price of $15, sells for $7.50; the stock price is $6 presents
an arbitrage opportunity. (Assume no transaction costs and any option can be exercised
immediately).
Question
A decrease in the Exercise price will increase the value of a put option.
Question
Given an underlying stock price of $45.80, the November 50 call is in the money. Given an underlying stock price of $45.80, the November 50 call is in the money.  <div style=padding-top: 35px>
Question
A decrease in the current value of the underlying security will increase the value of a put option.
Question
When the following value of the underlying asset increases, it would unambiguously increase the
value of an American put option.
Question
Given an underlying stock price of $45.80, the October 45 call is in the money. Given an underlying stock price of $45.80, the October 45 call is in the money.  <div style=padding-top: 35px>
Question
A decrease in the Variance of return of the underlying asset will increase the value of a put option.
Question
C1 = (S1 - E) if (S1 - E) C1 = (S1 - E) if (S1 - E)   0 identifies the value of a call option at expiration.<div style=padding-top: 35px> 0 identifies the value of a call option at expiration.
Question
C1 = 0 if (S1 - E) >0 identifies the value of a call option at expiration.
Question
Given an underlying stock price of $45.80, the November 47 1/2 put is in the money. Given an underlying stock price of $45.80, the November 47 1/2 put is in the money.  <div style=padding-top: 35px>
Question
C1 = 0 if (S1 - E) C1 = 0 if (S1 - E)   0 identifies the value of a call option at expiration.<div style=padding-top: 35px> 0 identifies the value of a call option at expiration.
Question
Given that the underlying stock price is $25, the March 22 1/2 put is in the money. Given that the underlying stock price is $25, the March 22 1/2 put is in the money.  <div style=padding-top: 35px>
Question
The Black-Scholes Option Pricing Model as it pertains to calls is based on the stock price, strike
price, time to maturity, standard deviation of the stock, and the price of the
Question
Given that the underlying stock price is $25, then the January 20 call is in the money. Given that the underlying stock price is $25, then the January 20 call is in the money.  <div style=padding-top: 35px>
Question
A decrease in the standard deviation of the return on the stock will increase the value of a call
option.
Question
Given that the underlying stock price is $25, then the February 20 put is in the money. Given that the underlying stock price is $25, then the February 20 put is in the money.  <div style=padding-top: 35px>
Question
The intrinsic value of a call is the value of the call if it were about to expire.
Question
The value of a put increases as the price of the underlying stock increases.
Question
An increase in the time to expiration will increase the value of a call option.
Question
An increase in the T-bill rate will increase the value of a call option.
Question
The value of a call decreases as the exercise price increases.
Question
The intrinsic value of a call is equal to the lower bound of a call's value.
Question
The value of a call increases when the risk-free rate of return increases.
Question
The value of a call increases as the price of the underlying stock increases.
Question
A decrease in the strike price will increase the value of a call option.
Question
The value of a call increases when the stock price increases.
Question
The strike price is a variable that determines the value of an option.
Question
The intrinsic value of a call is another name for the market price of a call.
Question
Given that the underlying stock price is $25, then the February 20 call is in the money. Given that the underlying stock price is $25, then the February 20 call is in the money.  <div style=padding-top: 35px>
Question
The value of a call increases when the time to expiration increases.
Question
The Black-Scholes Option Pricing Model as it pertains to calls is based on European options.
Question
The sensitivity of an option's value to a change in the standard deviation of the return on the
underlying asset is measured by the option vega
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Deck 25: Option Valuation
1
The expiration date is the only date the owner of a European option can exercise the option.
True
2
An increase in the underlying stock price will increase the value of a call option.
True
3
Selling a call option may give you the obligation to sell shares.
True
4
Selling a put option may give you the obligation to buy shares.
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5
The seller of a put agrees to purchase shares of stock if the option is exercised.
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6
A protective put entails the purchase of a put option on a stock to limit the downside risk associated
with owning that stock.
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7
An increase in the exercise price will increase the value of a call option.
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8
The strike price is the price the owner of a call pays per share to purchase shares of stock.
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9
An increase in the time to expiration will increase the value of a call option.
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10
When the market interest rates increase, it would unambiguously decrease the value of an
American put option.
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11
The relationship between the prices of the underlying stock, a call option, a put option, and a
riskless asset is referred to as a protective put.
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12
Buying a call option gives you the right to purchase shares.
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13
Buying a put option gives you the right to sell shares.
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14
The value of a call increases when the volatility of the price of the underlying stock increases.
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15
The primary purpose of a protective put is to limit the downside risk of asset ownership:
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16
When the exercise price is increased, it would unambiguously decrease the value of an American
put option.
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17
A put option is a wasting asset; i.e., its value declines with the passage of time, all else equal.
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18
The value of a put decreases as the exercise price increases.
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19
When the variance of the underlying asset increases, it would unambiguously decrease the value of
an American put option.
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20
The risk-free rate of return is a variable that determines the value of an option.
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21
When the value of the underlying asset increases, it would unambiguously decrease the value of an
American put option.
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22
Exercise price Is a variables that is included in the Black-Scholes call option pricing formula.
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23
The formula C0 >= 0 if (S0 - E) correctly describes the boundary values for an American call option.
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24
The intrinsic value of a call is always equal to zero if the call is currently out of the money.
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25
An increase in the variance of the return on the underlying asset will increase the value of a call
option.
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26
The underlying stock price is a variable that determines the value of an option.
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27
According to the Black-Scholes model, when the expiration date is extended, it results in a
decrease in the value of a call option.
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28
The sensitivity of an option's value to a change in the option's time to expiration is measured by the
option theta.
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29
The sensitivity of an option's value to a change in the risk-free rate is measured by the option rho.
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30
Stock price Is a variables that is included in the Black-Scholes call option pricing formula.
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31
Stock beta is a variables that is included in the Black-Scholes call option pricing formula.
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32
Gamma is the sensitivity of an option's value to a change in the risk-free rate.
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33
Delta is the effect on an option's value of a small change in the value of the underlying asset is
called the option.
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34
The time to expiration is a variable that determines the value of an option.
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35
The formula C0 >= (S0 + E) if (S0 + E) >= 0 correctly describe the boundary values for an American
call option.
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36
Standard deviation of the return on a stock Is a variables that is included in the Black-Scholes call
option pricing formula.
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37
The effect on an option's value of a small change in the value of the underlying asset is called the
option theta.
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38
According to the Black-Scholes model, when the exercise price is increased, it results in a decrease
in the value of a call option.
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39
Put-call parity the relationship between the prices of the underlying stock, a call option, a put
option, and a riskless asset is referred to as:
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40
The formula C0 = S0 correctly describes the boundary values for an American call option.
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41
A decrease in the Time to expiration will increase the value of a put option.
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42
Given an underlying stock price of $45.80, the October 45 put is in the money. Given an underlying stock price of $45.80, the October 45 put is in the money.
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43
An American call option, with an exercise price of $5, sells for $2; the stock price is $8 presents an
arbitrage opportunity. (Assume no transaction costs and any option can be exercised immediately).
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44
According to the Black-Scholes model, when the variance of the underlying asset decreases, it
results in a decrease in the value of a call option.
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45
C1 = (S1 - E) if (S1 - E) > 0 identifies the value of a call option at expiration.
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46
According to the Black-Scholes model, when the risk-free rate increases, it results in a decrease in
the value of a call option.
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47
When the exercise price is increased, it would unambiguously increase the value of an American
put option.
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48
When the market interest rates increase, it would unambiguously increase the value of an American
put option.
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49
An American put option, with an exercise price of $15, sells for $7.50; the stock price is $6 presents
an arbitrage opportunity. (Assume no transaction costs and any option can be exercised
immediately).
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50
A decrease in the Exercise price will increase the value of a put option.
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51
Given an underlying stock price of $45.80, the November 50 call is in the money. Given an underlying stock price of $45.80, the November 50 call is in the money.
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52
A decrease in the current value of the underlying security will increase the value of a put option.
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53
When the following value of the underlying asset increases, it would unambiguously increase the
value of an American put option.
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54
Given an underlying stock price of $45.80, the October 45 call is in the money. Given an underlying stock price of $45.80, the October 45 call is in the money.
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55
A decrease in the Variance of return of the underlying asset will increase the value of a put option.
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56
C1 = (S1 - E) if (S1 - E) C1 = (S1 - E) if (S1 - E)   0 identifies the value of a call option at expiration. 0 identifies the value of a call option at expiration.
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57
C1 = 0 if (S1 - E) >0 identifies the value of a call option at expiration.
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58
Given an underlying stock price of $45.80, the November 47 1/2 put is in the money. Given an underlying stock price of $45.80, the November 47 1/2 put is in the money.
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59
C1 = 0 if (S1 - E) C1 = 0 if (S1 - E)   0 identifies the value of a call option at expiration. 0 identifies the value of a call option at expiration.
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60
Given that the underlying stock price is $25, the March 22 1/2 put is in the money. Given that the underlying stock price is $25, the March 22 1/2 put is in the money.
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61
The Black-Scholes Option Pricing Model as it pertains to calls is based on the stock price, strike
price, time to maturity, standard deviation of the stock, and the price of the
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62
Given that the underlying stock price is $25, then the January 20 call is in the money. Given that the underlying stock price is $25, then the January 20 call is in the money.
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63
A decrease in the standard deviation of the return on the stock will increase the value of a call
option.
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64
Given that the underlying stock price is $25, then the February 20 put is in the money. Given that the underlying stock price is $25, then the February 20 put is in the money.
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65
The intrinsic value of a call is the value of the call if it were about to expire.
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66
The value of a put increases as the price of the underlying stock increases.
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67
An increase in the time to expiration will increase the value of a call option.
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68
An increase in the T-bill rate will increase the value of a call option.
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69
The value of a call decreases as the exercise price increases.
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70
The intrinsic value of a call is equal to the lower bound of a call's value.
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71
The value of a call increases when the risk-free rate of return increases.
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72
The value of a call increases as the price of the underlying stock increases.
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73
A decrease in the strike price will increase the value of a call option.
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74
The value of a call increases when the stock price increases.
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75
The strike price is a variable that determines the value of an option.
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76
The intrinsic value of a call is another name for the market price of a call.
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77
Given that the underlying stock price is $25, then the February 20 call is in the money. Given that the underlying stock price is $25, then the February 20 call is in the money.
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78
The value of a call increases when the time to expiration increases.
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79
The Black-Scholes Option Pricing Model as it pertains to calls is based on European options.
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80
The sensitivity of an option's value to a change in the standard deviation of the return on the
underlying asset is measured by the option vega
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