Q. According to put call parity relationship, the call option plus present value of exercise price minus stock is to calculate

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Q. When two portfolios have identical values and payoffs then it is classified as

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Q. The greater value of the option, the larger span of time value is usually results in

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Q. The price at which the European and American options can be exercised is classified as

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Q. The current option price is added to present value of portfolio for calculating

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Q. In the options pricing, an exercise price rises from lower to higher which leads to

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Q. In the stock option, a little chance exists for large gain on stock when the price of stock

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Q. According to the Black Scholes model, the rate which is constant and known is classified as

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Q. According to the Black Scholes model, the trading of securities and the stock prices move respectively

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Q. In binomial approach of option pricing model, the last step for finding an option is

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Q. The type of options that do not have the stock in portfolio to back up the options is classified as

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Q. The market value of the option which is out-of-money is

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Q. The present value of portfolio is $900 and the current value of stock in portfolio is $1500 then the current option price would be

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Q. The stock option is considered more valuable in the situation when the stock have

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Q. The pricing model approach in which it is assumed that stock price can have one of the two values of stock is classified as

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Q. An option which can be exercised any desired time before an expiry date is classified as

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Q. In the financial planning, a higher strike price leads to call option

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Q. According to the Black Scholes model, the selling and buying of the stock have

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Q. The stock option is more worthwhile if it is

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Q. According to the Black Scholes model, the call option is well exercised on its

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