SEMI FINAL Financial Option Valuation Techniques Flashcards

1
Q

1997 noble Prize

A

Black-Sholes Option Pricing Model

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2
Q

Gives holder the right to purchase an asset at some future date

A

Call Option

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3
Q

Gives the holder the right to sell an asset at some future date

A

Put option

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4
Q

The price at which the holder agrees to buy or sell the share of stock when the option is exercised

A

Strike price or exercise price

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5
Q

The last date on which the holder has the right to exercise the option

A

Expiration date

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6
Q

Can be exercised on any date up to and including the exercise date

A

American option

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7
Q

Can be exercised only on the expiration date

A

European option

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8
Q

It can be derived from the binomial option pricing model by making the length of each period, and the movement of the stock price per period , shrink to zero and letting the number of periods grow infinitely large

A

Black-Scholes Option Pricing Model

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9
Q

5 Input Parameters to price the call

A

Stock price
Strike price
Exercise date
Risk-free rate
Volatility of the stock

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10
Q

It assumes two possible states for the next time period given today’s state

A

Binomial Option Pricing Model

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11
Q

An option can be valued using a ____ that replicates the payoffs of the option in different states.

A

Portfolio

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12
Q

A portfolio of other securities that has exactly the same value in one period as the otion

A

Two-state single-period model

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13
Q

There are more than two possible outcomes for the stock price in the real world

A

Multiperiod model

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14
Q

Also known as state-contingent prices, state prices, or martingale prices.

A

Risk-Neutral Probabilities

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15
Q

probabilities under which the expected return of all securities equals the risk-free rate. These probabilities can be used to price any other asset for which the payoffs in each state are known.

A

Risk-Neutral Probabilities

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16
Q

any security whose payoff
depends solely on the prices of other marketed
assets

A

Derivative security

17
Q

the basis for a
common technique for pricing derivative
securities called Monte Carlo simulation.

A

Risk-neutral pricing method

18
Q

In the _______, the risk-neutral probabilities are used, and so the average payoff can be discounted at the risk-free rate to estimate the
derivative security’s value.

A

Randomization

19
Q

also be calculated by computing the beta of its replicating portfolio.

A

The beta of an option