Consider a call option on stock XYZ with six months remaining to maturity. In a crisis, the volatility of the share increases and the share price drops. We should expect that:Group of answer choicesit is uncertain if the value of the call option increases or decreasesthe value of the call option increasesthe value of the call option decreases

When ABC was trading at $52 per share, you paid $6.40 for a call option (for one share) on the stock of ABC with a strike price of $50, and six months until maturity. After six months, the share price of ABC is $54.10.What is the value of the call option at expiration? Do not include the $ sign and answer to the nearest $0.01.

When the non-dividend paying stock price is $20, the strike price is $20, the risk-free rate is 6%, the volatility is 20% and the time to maturity is 3 months which of the following is the price of a European call option on the stock?

Consider a world in which some stock, S, can either go up by 25% or down by 20% in one year and noother outcomes are possible. The continuously compounded risk-free interest, r, is 5.5% and the current priceof the stock, S0, is $100.1. What are the possible stock values in one year’s time, ST ?2. What are the possible payoffs of a European call option written on stock S with a strike price, X, of$100 and time-to-expiration of 1 year, T = 1 ?3. Suppose you want to form a portfolio, P , consisting of short on one call option and long on somenumber, ∆, of the stock, such that the portfolio value in one year’s time, PT , does not depend on thevalue of the stock, ST . What would be the appropriate value of ∆, also called the hedge ratio or delta?4. What would be the (certain) portfolio value in one year’s time, PT ?5. What is the arbitrage-free value of the portfolio today, P0 ?6. What is the premium of the call option today, c0, if there is no arbitrage opportunity?7. Define p = (erT − d) /(u − d), and call this the risk-neutral probability that the stock price increases.What is the value of p ?8. What is the expected value of the stock in one year’s time, E (ST ), under the risk-neutral probabilities?9. At what continuous rate would the stock price have to grow to end up at the expected value?10. What would be the expected value of the call option in one year’s time, E (cT ), under the risk-neutralprobabilities?11. At what continuous rate would the call price have to grow to end up at the expected value?

Volatility or Blank______ increases for equity holders when leverage increases.Multiple choice question.certaintyyield-to-maturityinevitabilityrisk

In relation to options when interest rates decrease, the:Question 6Select one:a.price of call options generally increases.b.price of the underlying share usually decreases.c.price of put options generally increases.d.volatility of the underlying asset falls.