Question: PLEASE ANSWER THE ENTIRE QUESTION. It is not helpful if you only answer part of it! 5. Option pricing - Single-period binomial approach The value

PLEASE ANSWER THE ENTIRE QUESTION. It is not helpful if you only answer part of it! PLEASE ANSWER THE ENTIRE QUESTION. It is not helpful if you only

5. Option pricing - Single-period binomial approach The value of an option can be calculated by using a step-by-step approach in the case of single periods or by using sophisticated formulas that can be easily created through a spreadsheet. In the real world, two possible outcomes for a stock price in six months is an assumption. The stock markets are volatile, and stocks move up and down based on market- and firm-specific factors. Consider the case of Toronto Cell Inc.: Shares of Toronto Cell Inc., a manufacturer of cell phones, sell for $30.00. Existing options allow for the option holder to purchase one additional share at an exercise price of $25.00. (Assume that you get the option for free!) The option will expire within one year. Assume that at that time there will be an 80% chance that Toronto Cell Inc. shares will sell for $45.00 and a 20% chance that the shares will be selling at $20.00. Based on the binomial approach, the expected end-term share price and return on Toronto Cell Inc. shares are: Based on the binomial approach, the range of payoff values at expiration for Toronto Cell Inc.'s shares and options is: O $15.00 (share) and $35.00 (option) $28.00 (share) and $26.00 (option) O $25.00 (share) and $20.00 (option) O $25.00 (share) and $45.00 (option) Given this information, it is possible to create a riskless portfolio by buying shares and selling one call option. Assuming that the risk-free rate is 8% and is compounded daily, current option price (Vc) of the call option is

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