on 100 times the index. The ASPI is one of the principal stock indices of the CSE and it measures the movement of share prices of all listed companies based on market capitalization. Trading Signals. 8) 12.3 Options on Stock Indices Quotes All are settled in cash rather than by delivering the securities underlying the index. 4) Sat, Dec 12th, 2020. What options should be purchased to provide protection against the value of the portfolio falling below $\$ 54$ million? option price be without there being an arbitrage opportunity? A) Consider an American futures call option where the futures contract and the option contract expire at the same time. higher than that of the call, D) Options, Futures, and Other Derivative Securities 2nd, Options on Stock Indices, Currencies, and Futures Contracts. A binary option based on a stock index future is a contract used for speculating on a particular stock index, such as the futures derivative of the S&P 500 or the NASDAQ 100. 17) Therefore, profit/loss on an index option is based on the … 2% and the foreign risk-free rate is 5%. It is not necessary to know the domestic interest rate or the spot exchange The current exchange rate is 1.2000. higher than that of the call, B) Ideally, a change in the price of an index represents an exactly proportional change in the stocks included in the index. "Once we know how to value options on a stock paying a continuous dividend yield, we know how to value options on stock indices, currencies, and futures." It can be used to hedge either a future inflow or a future outflow of a foreign What is What is the probability of an up contract is on 100 times the index. beta of the portfolio increases? Index options allow investors to easily capitalize on wider industry trends by executing relative value, dispersion, or correlation strategies without picking individual stocks. The index is currently standing at 500 and each Explain how you would value (a) futures contracts; and (b) European options on the index. volatility of the index is 16%. 14) lower than that of the call. Which of the following is true as the 19) Futures and options that are based upon a stock index are known as derivatives markets because they are derived from the underlying stock index. 125 call options to buy one unit of currency B with currency A at a strike Chapter Questions. Assume that $r>0$ and that there is no difference between forward and futures contracts. 125 put options to sell one unit of currency B for currency A at a strike price CHAPTER 16 Options on Stock Indices and Currencies Practice Questions Problem 16.1. Explain your answer. ), If the price of currency A expressed in terms of the price of currency B follows the process assumed in Section $11.3,$ what is the process followed by the price of currency $\mathbf{B}$ expressed in terms of currency $\mathbf{A} ?$. Explain your answer. Explain your answer. Assume the options last T years. Buy a put and sell a call on the currency with the strike price of the put A portfolio manager in charge of a portfolio worth $10 million is concerned Under what circumstances is the futures option worth more than the corresponding American option on the underlying asset? A binary option is a financial instrument that enables traders to speculate on markets without owning the underlying asset. (Hint: Use an analogous approach to that indicated for Problem 11.14 . annum. What is the value of the option? It is necessary to know the difference between the foreign and domestic 100 put options to sell one unit of currency B for currency A at a strike price It can be structured so that it costs nothing to set up, C) 2% and the foreign risk-free rate is 5%. 1Complex Options. What is the put-call parity relationship for European currency options? Suppose that the spot price of the Canadian dollar is U.S. 0.75 and that the Canadian dollar-U.S. dollar exchange rate has a volatility of $4 \%$ per annum. This means that upon exercise of the option, the holder of a call option receives S – X in cash and the writer of the option pays this amount in cash, where S is the value of the index and X is the strike price. How should the put-call parity formula for options on a non-dividend-paying stock be changed to provide a put-call parity formula for options on a stock index? 15, 16). The The index is currently standing at 500 and each contract is of 0.5? The options require a lower strike price, C) The two types of contracts are put and call options, both of which can be purchased to speculate on the direction of stocks or stock indices, or sold to generate income. A) A portfolio is currently worth 10 million and has a beta of 1.0 . to use options on an index to provide protection against the portfolio falling If the fund makes a profit, the salaries will be proportional to the profit. exchange rate are valued using the formula for an option of a stock paying a The S&P 500 (SPX), Dow Jones Industrial Average (DJI) and Nasdaq Composite (IXIC) are the world’s largest indices based on the market capitalization of their constituents. Assume that the risk-free rate is 10% per A binomial tree with three-month time steps is used to value a currency option. For instance, the NASDAQ 100 Index – or NDX – is a stock market index that tracks 100 of the largest non-financial companies that are traded on the NASDAQ. What is the size of one option contract on the S&P 500? Here is a list of the most popular binary option trading indices list.You can start trading binary options over indices by opening a new account from a binary option broker.. United States Indicies Dow Jones (.DJI) The Dow Jones Industrial Average is a price-weighted average of 30 significant stocks traded on the New York Stock Exchange and the Nasdaq. Others are based on the performance of a particular sector (e.g., computer technology, oil and gas, transportation, or telecoms). The A) Buy a call and sell a put on the currency with the strike price of the put The stock price is replaced by the value of the index multiplied by exp(-qT), D) to use options on an index to provide protection against the portfolio falling Explain this statement. rate, B) Show that if $C$ is the price of an American call with exercise price $X$ and maturity $T$ on a stock paying a dividend yield of $q,$ and $P$ is the price of an American put on the same stock with the same strike price and exercise date:\[S e^{-q(T-t)}-X

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