Lecture 1: Options Flashcards

1.) Major types and characteristics of Options 2.) Explain the 6 factors which affects option values

1
Q

Definition of an Option

A

The right (not an obligation), to force a transaction to occur at some future time on terms & conditions decided now.

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2
Q

Define: Call Option

A

Buyer obtains right to buy an asset from a seller in the future at a price determined now

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3
Q

Define: Put Option

A

Buyer obtains right to sell an asset to the seller in the future at a price determined now

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4
Q

Is a long call the opposite to a long put?

A

NO. The payoff from a long call is not the opposite of the payoff from a long put.

The opposite of a long call is a short call.

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5
Q

What is the value of an option

A

Intrinsic Value (IV) + Time Value (TV)

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6
Q

Define: IV

A

Payoff (Not profit) from an option if it were exercised immediately

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7
Q

Define: TV

A

Total value of an option minus the intrinsic value of an option.

For a call, intrinsic value is the difference between asset price and exercise price (if the difference is positive), or zero (if the difference is negative).

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8
Q

What is the IV from a call option

A

Max [Snow - X, 0]

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9
Q

What is the IV from a put option

A

Max [X - Snow, 0]

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10
Q

What is the moneyness of an option. Do we refer to the IV or the total option value?

A

Value of underlying asset relative to the exercise price (See IV not total option value)

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11
Q

What are the factors affecting IV?

A
  1. ) Current value of underlying asset
  2. ) Exercise Price
    3) Expected Dividends
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12
Q

What are the factors affecting TV?

A
  1. ) Volatility
  2. ) Term to expiry.
  3. ) Risk-free interest rate
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13
Q

Current Value of Underlying Asset (Relationship / Explanation)

A

Call: +ve, Put: -ve

Asset more valuable > Increased payoff / increased probability of call option being exercised

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14
Q

Exercise Price (Relationship / Explanation)

A

Call: -ve, Put: +ve

Right to buy asset > Pay more > Less probability of call to be exercised / More payoff for put

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15
Q

Expected Dividends (Relationship / Explanation)

A

Call: -ve; Put: +ve

Dividends > Stock prices decreases > Lower underlying value of asset > decreases payoff/probability of call option being exercised

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16
Q

Volatility (Relationship / Explanation)

A

Call: +ve; Put: +ve

Increased probability of option value higher/;lower than exercise price

17
Q

Term to Expiry (Relationship / Explanation)

A

Call: +ve; Put: +ve

Increased probability of option value higher/;lower than exercise price

18
Q

Risk-free interest rate (Relationship / Explanation)

A

Call: +ve; Put: -ve

Call option expects a future cash outflow (X). As r increases, the PV of exercise price decreases, leading to higher payoff.
Put option expects a future cash inflow (X). As r increases, the PV of exercise price decreases, leading to lower payoff.

19
Q

What happens to the buyer of a call option if he exercised his right on the day before the ex-dividend date

A

The buyer of the option will receive the dividend

20
Q

What happens to the seller of a call option if the buyer exercises his rights after the ex-dividend date

A

The seller of the option receives the dividend despite not owning the stocks anymore

21
Q

European option v. American option

A

Value (American) > Value (European)

American Option: Can be exercised at any time (including) expiry date
European Option: Can be exercise only on the expiry date

22
Q

What is the minimum value of a call option

A

Min C = Max [S - (X/(1+r)), 0] because S - (X/(1+r)) is what will be received today.
However, a call does not require such an irrevocable declaration, and it is therefore worth more than the minimum value shown here.

23
Q

What is the value of a call option on the expiry date.

A

Call value = Max [S * – X, 0]

Any other value would create an arbitrage opportunity

For example, if the 0 < call value at expiry < S*-X . Buy call >Exercise Option (buy asset) > Sell asset and it will be greater than the price of the call that you purchased!

24
Q

What is the value of a put option on the expiry date. (CHECK)

A

Put value = Max [X - S*, 0]

Any other value would create an arbitrage opportunity

For example, if the 0 < put value at expiry < X - S*. Buy put > Buy Asset > Exercise option (sell asset) and it will be greater than the price of the put and asset that you purchased!

25
Q

Should an American call option be exercised early?

A

No. Lose the Time Value of the option.

S - (X/1+r) > S - X

26
Q

When should an American call option be exercised early?

A

It should be exercised before the ex-dividend date if the benefits of receiving the dividend outweighs the cost of losing the time value of option.

27
Q

Should an American put option be exercised early?

A

May be optimal for deep-in-the-money put options.

Exercise price received early. By not exercising early, the option holder is incurring the opportunity cost associated with not being able to generate a return from the proceeds received.