C Secure https://newconnect.mheducation.com/fil trie&returnUrl;_ https%3A%2F%25
ID: 2798099 • Letter: C
Question
C Secure https://newconnect.mheducation.com/fil trie&returnUrl;_ https%3A%2F%25 connect mheducation.com%2Fpaamweb%2Findex.htmi%23%2r registration. V 10 (Ch 20) Help Save& Exlt S check my 2 Problem 20-7 The common stock of the PUTT. Corporation has been trading in a narrow price range for the past month, and you are convinced it is going to break far out of that range in the next 3 months. You do not know whether It will go up or down, however. The current price of the stock is $90 per share, and the price of a 3-month call option at an exercise price of $90 is $7.00. nts a f the risk ree interest rate is 8% per year, what must be the price of a 3-month put to on pur stock at an exercise price of $907 (The stock pays no dividends.) (Do not round intermediate calculetions. Round your answer to 2 decimal places.) eBook Print eferencesPut-call parity S1.00 b. A straddle would be a simple options strategy to exploit your conviction about the stock price's future movements. How far would it have to move in either direction for you to make a profit on your initial investment? (Round your intermediate calculations and finel answer to 2 decimal places.) Total cost of the straddleExplanation / Answer
(a) From the put-call parity, we know that P = C – S + [X/(1 + r)^t ]. Thus, P = $7 - $90 + [$90/(1.08)^(1/4)] = $ 7 - $ 90 + $ 88.28 = $ 5.28 The strategy of Purchasing both a put and a call on the stock is called “buying a straddle.” The total cost of the straddle would be $7 + $ 5.28 = $ 12.28, and this is the amount by which the stock would have to move in either direction for the profit on the call or put to cover the investment cost. If the time value of money were taken into account, the stock price would need to swing in either direction by $12.28x (1.08)^(1/4) = $ 12.52
Related Questions
Navigate
Integrity-first tutoring: explanations and feedback only — we do not complete graded work. Learn more.