Introduction to Derivatives and Instruments
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Questions and Answers

What does a high Put/Call Ratio (PCR) indicate about market sentiment?

  • It reflects that market volatility is expected to decrease.
  • It suggests a bearish market with falling prices. (correct)
  • It shows there is indecision among investors about market direction.
  • It indicates a bullish market with rising prices.
  • Which statement correctly describes the intrinsic value of an out of the money European Put option?

  • It is greater than the present value of the exercise price.
  • It is equal to the difference between the exercise price and the spot price.
  • It is zero as it cannot be executed profitably. (correct)
  • It is equal to the present value of the exercise price.
  • How does the time value of an option vary in relation to its time to expiration?

  • It decreases as the time to expiration lengthens.
  • It is generally higher for options with longer times until expiration. (correct)
  • It is maximized when the option is deep in the money.
  • It increases as the option approaches expiration.
  • At expiration, the maximum value of an American Put option is determined by which of the following?

    <p>The difference between the exercise price and the spot price.</p> Signup and view all the answers

    What happens to the option value as the time to expiration decreases?

    <p>The option value generally decreases due to the time value of money.</p> Signup and view all the answers

    What condition defines an option as being 'in the money' for a call option?

    <p>The spot price is higher than the exercise price.</p> Signup and view all the answers

    Which situation describes a short position in a put option?

    <p>You expect the asset's price to rise above the strike price.</p> Signup and view all the answers

    What does the term 'premium' refer to in options trading?

    <p>The cost incurred by the buyer to purchase an option.</p> Signup and view all the answers

    How is open interest in options defined?

    <p>The total number of option contracts that remain unexercised.</p> Signup and view all the answers

    Which of the following statements accurately describes a long position on a call option?

    <p>You expect the price of the stock to rise above the strike price.</p> Signup and view all the answers

    Which of the following statements accurately describes a derivative?

    <p>A derivative is a contract that derives its value from the performance of underlying financial or non-financial instruments.</p> Signup and view all the answers

    What best distinguishes a futures contract from an options contract?

    <p>A futures contract obligates both parties to transact specific quantities at a set price, while an options contract provides the right but not the obligation.</p> Signup and view all the answers

    What is the primary purpose of arbitrage in financial markets?

    <p>To profit from price discrepancies of the same asset across different markets.</p> Signup and view all the answers

    In what way do over-the-counter (OTC) markets differ from exchange-listed markets?

    <p>OTC markets operate based on customizable contracts, whereas exchange-listed markets have standardized trading conditions.</p> Signup and view all the answers

    Which of the following statements regarding American options is true?

    <p>American options give the holder the right to buy or sell at any time before the expiration date.</p> Signup and view all the answers

    Study Notes

    Underlying Instruments

    • Financial instruments include bonds, stocks, currencies, indexes, and other derivatives.
    • Non-financial instruments encompass commodities like metals, grains, livestock, electricity, gas, and oil, as well as weather derivatives.

    Derivatives

    • A derivative derives its value from another financial instrument's price and involves a contract between two parties, with terms set today and delivery at a future date.
    • Main types of derivatives: options, forwards/futures, swaps.

    Options

    • An option is a contract giving the buyer the right, but not the obligation, to buy or sell an underlying asset at a specified price before or at expiration.
    • American Options can be exercised any time up to expiration, while European Options can only be exercised at expiration.

    Forwards and Futures

    • Forwards and futures are contracts obligating two parties to exchange assets at a future date for a specific price.

    Swaps

    • Swaps involve two parties exchanging future cash flows from different financial instruments, essentially a chain of futures.

    Market Types

    • Spot Market: Immediate delivery of financial instruments.
    • Exchange Listed Markets: Regulated markets with defined position and order limits.
    • Over-the-Counter Markets: Customized contracts without restrictions.

    Arbitrage

    • Arbitrage involves profiting from price discrepancies of the same asset in different markets.
    • The Law of One Price indicates price equality for the same asset in different markets.

    Market Positions

    • Long Position (Taker): Buyer of the option; expects the stock price to rise.
    • Short Position (Writer): Seller of the option; expects the stock price to stay below the strike price.

    Call and Put Options

    • Call Options: Right to buy the underlying asset.
    • Put Options: Right to sell the underlying asset.
    • Positions can be long (buy) or short (sell), depending on expectations of price movements.

    Intrinsic Value

    • For Call Options: Intrinsic value is the difference between the spot and exercise prices (max(0, Spot Price - Strike Price)).
    • For Put Options: Intrinsic value is the difference between the exercise and spot prices (max(0, Strike Price - Spot Price)).

    Open Interest & Put/Call Ratio

    • Open Interest: Number of outstanding option contracts; higher indicates more interest in particular options.
    • Put/Call Ratio (PCR): Indicates market sentiment; high PCR (>1) suggests bearishness, while low PCR indicates bullishness.

    Time Value

    • Time Value represents the potential for future price increases; premium of an option comprises intrinsic and time value.
    • Longer time until expiration typically results in higher premium due to increased uncertainty.

    Option Boundaries

    • Call Options have a minimum value of max(0, Spot Price - Exercise Price) for American Options.
    • Put Options have a minimum value of max(0, Exercise Price - Spot Price) for American Options.

    Pricing Factors

    • Call Options premiums depend on exercise price, current spot price, volatility, time to expiration, and interest rates.
    • Put Options premiums similarly depend on these factors but inversely correlate with exercise prices.

    Dividends and Early Exercise

    • Dividends impact option values; call options may be exercised early before a dividend payment to capture value.
    • American Options allow early exercise, primarily benefiting from the timing of dividend announcements.

    Summary of Call and Put Options

    • Call Options:
      • In the money (ITM) when spot price exceeds strike price.
      • Out of money (OTM) when spot price is below strike price.
    • Put Options:
      • ITM when spot price is below strike price.
      • OTM when spot price is above strike price.

    Example Evaluation

    • Call and put options have varying premiums based on their exercise prices; lower exercise prices for calls and higher for puts lead to increased premiums due to better profitability prospects.### Time Value and Options
    • Time value affects option pricing: longer expiration yields higher value, while shorter expiration leads to lower value.
    • American Puts are generally worth more than European Puts due to early exercise options.
    • American Calls are equally or more valuable than European Calls, as they too allow early exercise.
    • Early exercise of American Puts becomes less likely when stock dividends are high, as exercising forfeits future dividends.

    Interest Rates and Options

    • Call options provide financial leverage: less initial investment compared to buying the stock outright allows funds to be allocated to interest-earning investments.
    • Delaying the sale of a stock through a put option means potential lost interest earnings from immediate sales due to high interest rates.
    • Higher market interest rates diminish the value of put options as they incentivize immediate selling and investing in higher rates.

    Volatility's Impact on Options

    • Increased volatility enhances the value of Call options, offering the potential for higher profits when the market rises.
    • Conversely, higher volatility also increases Put options' value as it limits losses to the premium paid, while allowing for gains from price drops.

    Put-Call Parity

    • Put-Call Parity is a key principle to determine price relationships between puts and calls.
    • Two portfolios analyzed: Portfolio A (European Put + Stock) and Portfolio B (European Call + Bond).
    • Pay-offs for both portfolios equalize under various market conditions, confirming the relationship that PV(Stock) + Put = Call + PV(Bond).

    European Options Pricing

    • The pricing relationship for European options:
      • Value of a European Put = Call Option + Bond - Stock
      • Value of a Call Option = Stock + Put Option - Bond

    American Options Considerations

    • American options can incorporate present value adjustments for dividends, affecting their pricing dynamics.

    Example Analysis: ANZ Options

    • Call option for ANZ has a cost of $0.52, spot price of $15.74, and exercise price of $16.00.
    • Put option for ANZ costs $0.60, also with a spot price of $15.74 and exercise price of $16.00.
    • The Put costs more than the Call because it is "in the money" while the Call is "out of the money".
    • Example confirms that Put-Call Parity holds since the values align when calculated.

    Illustrating Call and Put Value Comparison

    • An "At the money call option" should be priced higher than an "At the money put" due to risk-free returns.
    • Rearranging pricing formulas shows: as spot price equals exercise price (S = X), Call Price will always equal Put Price plus the risk-free rate.

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    Description

    Explore the essential concepts of financial and non-financial instruments, focusing on derivatives such as contracts based on bonds, stocks, and commodities. This quiz delves into the characteristics and workings of the derivative market, making it a crucial resource for understanding these financial instruments.

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