An options trader for a large institutional investor takes a long equity option position. Which of the following risks need to be considered when taking this position?
I. All the risks of underlying equities
II. Perceived volatility changes
III. Future dividends yields
IV. Risk-free interest rates
Correct Answer: D
When an options trader takes a long equity option position, several risks need to be considered:
* All the Risks of Underlying Equities (I):The value of the option is directly tied to the price movements of the underlying equity. Any risk affecting the equity (market risk, company-specific risk, etc.) will also impact the option.
* Perceived Volatility Changes (II):Options pricing is heavily influenced by the volatility of the underlying asset. Changes in perceived or actual volatility can significantly affect the value of the option.
* Future Dividends Yields (III):Expected dividends impact the pricing of options, especially for American options where the holder might exercise the option early to capture the dividend.
* Risk-Free Interest Rates (IV):Changes in risk-free interest rates affect the present value of the option's payoff, thus influencing its price.
Therefore, all these risks (I, II, III, IV) must be considered by the options trader.