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Question - A currency currently trades at a price of $0.7650. In a two-period binomial model, its price can go up 15% or down 10% per period. Assume that the risk-free rate is 5% and that one period represents half a year.
(a) Apply the binomial model and find the price of a European put option that matures in two periods and has a strike price of $0.7600.
(b) Using your answer from above, find the number of units of the currency that is required to construct a risk-free hedge at each point on the binomial tree against 100 put options.
(c) Analyse the need for hedging currency risk.
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1. What is the relationship between NPV, IRR, and PI? 2. Describe the process for valuing a bond.
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