Presentation is loading. Please wait.

Presentation is loading. Please wait.

Derivatives: Instruments whose values are derived from the prices of underlying assets DerivativesUnderlying Assets Forward contractsStocks Futures contractsStock.

Similar presentations


Presentation on theme: "Derivatives: Instruments whose values are derived from the prices of underlying assets DerivativesUnderlying Assets Forward contractsStocks Futures contractsStock."— Presentation transcript:

1 Derivatives: Instruments whose values are derived from the prices of underlying assets DerivativesUnderlying Assets Forward contractsStocks Futures contractsStock indexes OptionsTreasury bonds CallsCurrencies PutsCommodities Swaps Wheat, Pork Bellies Gold, Silver Electricity, snowfall

2 Denizens of derivatives markets Arbitrageurs: Buy low – Sell HIGH … all at once – –If you can buy one thing at a low price and sell it or its equivalent at high price, do so until the prices are driven to equality  Can’t lose propositions Hedgers: enter contracts whose winnings offset losses you would otherwise suffer Speculators: place bets on expected price changes of underlying assets – –Leverage your bets

3 Forward and Futures Contracts Contract to buy (long position) or sell (short position) some amount of an underlying asset (stock,…) at a specified forward/future price on a specified delivery date. Forward contracts: customized Futures contracts: standard amounts and standard delivery (expiration) dates – –Clearing corporations … back futures contracts Margin account Initial margin Mark-to-market

4 Pricing Forward/Futures Contracts P ↔ P P Futures ↔ P Forward – P down to P –Arbitrage makes it so: if you could sell a bundle of a stock at a future price of $100 K and cover yourself by buying the same bundle forward at a price of $99 K … you and others would sell so much of the futures contract that you would drive P Futures down to P Forward P ↔ P P Futures ↔ P Spot P and sell it at PP/P Seller of futures contract could put funds out to interest (R) or buy the bundle now at P Spot and sell it at P Futures, locking in gross return of P Future /P Spot. P/P For Parity: (1+R) = P Future /P Spot or P= (1+R) P P Future = (1+R) P Spot. – –The daily price of a futures contract is linked to the price of the underlying asset.

5 Options: Calls and Puts You buy an option … you pay the seller a premium up front Call option: the right to a standard bundle of an underlying asset (stock, bond, …) at a specified on (or before) a standard Call option: the right to buy a standard bundle of an underlying asset (stock, bond, …) at a specified strike price on (or before) a standard expiration date. right to sell a standard bundle of an underlying asset (stock, bond, …) at a specified on (or before) a standard Put option: right to sell a standard bundle of an underlying asset (stock, bond, …) at a specified strike price on (or before) a standard expiration date. – –If an option is “in the money,” you’d exercise it. – –If it is “out of the money,” you’d let it expire.

6 Pricing Options Option Price = Intrinsic Value + Option Premium Intrinsic value: the extent to which an option is in the money or out of the money when it’s bought. Option premium: An option is worth more the greater the chance it will be in the money big time – –the longer it has to run – –the more volatile the price of the underlying asset


Download ppt "Derivatives: Instruments whose values are derived from the prices of underlying assets DerivativesUnderlying Assets Forward contractsStocks Futures contractsStock."

Similar presentations


Ads by Google