20: Options Market Flashcards

1
Q

Call Option Definition

A

The right to buy an asset at a specified exercise price on or before a specified expiration date.

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2
Q

Premium Definition

A

The purchase price of an option.

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3
Q

Put Option Definition

A

The right to sell an asset at a specified exercise price on or before a specified expiration date.

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4
Q

In the Money Definition

A

An option whose exercise would result in profit.

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5
Q

Out of the Money Definition

A

An option whose exercise would result in losses.

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6
Q

At the Money Definition

A

An option where the exercise price is equal to the asset price.

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7
Q

American Option Definition

A

An option that can be exercised on or before the expiration date.

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8
Q

European Option Definition

A

An option that can only be exercised on the expiration date.

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9
Q

Protective Put Definition

A

A two-part investment consisting of:
1. The purchase of a stock, and,
2. Buying a put option that guarantees minimum profit equal to the put’s exercise price.

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10
Q

Covered Call Definition

A

A two-part investment consisting of:
1. The purchase of a stock, and,
2. Selling/writing a call option on that stock.

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11
Q

Straddle Definition

A

An investment strategy that is a combination of buying a put option and a call option on the same asset, each with the same exercise price and expiration date.
The goal is to profit from expected volatility.

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12
Q

Money Spread Definition

A

An investment strategy that involves buying 2+ call options or put options with the same expiration date but different exercise prices.

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13
Q

Time Spread Definition

A

An investment strategy that involves buying 2+ call options or put options with the same exercise price but different expiration dates.

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14
Q

Collar Definition

A

An options strategy that brackets the value of a portfolio between two bounds.

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15
Q

Put-Call Parity Theorem

A

Requires that the difference between the price of a call and the price of a put be equal to the difference between the price of a stock and the present value of the exercise price.
C - P = S - PV(X)
If the equality doesn’t hold there is opportunity for arbitrage.

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16
Q

Warrants Definition

A

Options issued by a firm to purchase shares of that firm’s stock.

17
Q

What is the difference between American and European options?

A

American options can be exercised up to and on the expiration date, whereas European options can only be exercised on the expiration date.

18
Q

Are there more American or European options traded?

A

American

19
Q

All else equal, will an American or European option that pays dividends have a higher premium?

A

American

20
Q

Give examples of what options can be traded on.

A

Stocks, stock indexes, foreign currencies, fixed-income securities, and several futures contracts.

21
Q

How can options be used to an investor’s advantage?

A

Increase exposure to fluctuations in asset prices or provide insurance against volatility in asset prices.

22
Q

In what situation is a covered call used?

A

When the investor sells a call option on a stock they already own to generate income.

23
Q

In what situation is a protective put used?

A

To hedge risk when first acquiring shares of a stock.

24
Q

In what situation is a straddle used?

A

To bet on or financially engineer expected large amounts of volatility.
Could be a long put and a long call.

25
Q

Name each of the variables in the equation for Put-Call Parity Theorem
P = C - S + PV(X) + PV(d)

A

P = put price
C = call price
S = price of the stock at time T=0
PV(X) = the present value of the exercise price
PV(d) = the present value of any dividends to be paid before the expiration date

26
Q

What does the payoff of a straddle look like?

A
27
Q

What is a long call?

A

The position in which you own the call option.

28
Q

What is a long put?

A

The position in which you own the put option.

29
Q

What is a short call?

A

The position in which you sell or write the call option.

30
Q

What is a short put?

A

The position in which you sell or write the put option.

31
Q

All else equal, will an American or European option that does not pay dividends be priced higher?

A

They will be priced equally.