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call option pays $1 at expiry if the value of the underlying asset is greater than the strike price, and $0 otherwise. (a) Construct a

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call option pays $1 at expiry if the value of the underlying asset is greater than the strike price, and $0 otherwise. (a) Construct a 4-step binomial tree for the stock price of an asset in CRR notation, with S = $5, u = 2, d=1/u, and R = . (b) Work backwards through the tree using the general pricing formula to evaluate the current price of a binary call option, that expires at time 4, and has strike price $12. (c) Calculate all state prices at expiry for this 4-step binomial model. (d) Use the state prices to directly evaluate the premium of the binary call option above (i.e., with expiry at time 4, and strike price $12). (e) Recall that the premium of an Arrow-Debreau security was the state price. For a strike price K, and an N step binomial model with S, u,d and R defined as normal, what is the premium of the binary call option equal to? Answer with a description, not just a formula

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