Question: Question 28- #28 Call Value = Question 29- #29 Call Value = Question 30- #30 Call Value = #31. Compute and interpret the delta. If

 Question 28- #28 Call Value = Question 29- #29 Call Value

Question 28- #28 Call Value =

Question 29- #29 Call Value =

Question 30- #30 Call Value =

#31. Compute and interpret the delta. If you sell a call option on one thousand shares, the delta hedge will require you to buy _________ shares of stock (how many?).

Consider the following binomial tree. The numbers in squares are stock prices. The numbers in circles will be option prices (# numbers are the exercise numbers to answer your calculation). Today, the stock is at 100 and can go up and down over the next week, and then again up and down from there. We are pricing a call struck at 85. 120 #25 110 #28 100 100 #30 #26 90 #29 80 #27 Use the computed to sweep back through the tree to fill the call values in circles. For #28 - #30 use the option terms, then for nodes #28 - #30 use the recursive formula: C = q Cu + (1-9) Cd. Ignore interest. Consider the following binomial tree. The numbers in squares are stock prices. The numbers in circles will be option prices (# numbers are the exercise numbers to answer your calculation). Today, the stock is at 100 and can go up and down over the next week, and then again up and down from there. We are pricing a call struck at 85. 120 #25 110 #28 100 100 #30 #26 90 #29 80 #27 Use the computed to sweep back through the tree to fill the call values in circles. For #28 - #30 use the option terms, then for nodes #28 - #30 use the recursive formula: C = q Cu + (1-9) Cd. Ignore interest

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