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# Arbitrage

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At time 0.5, the price of \$1 par of a zero maturing at time 1 will be either \$0.96 or \$0.98. The current price of the zero maturing at time 1 is \$0.94 and the current price of the zero maturing at time 0.5 is \$0.97. Consider also a claim that pays off \$1 at time 0.5 if the zero maturing at time 1 is worth \$0.96, and 0 otherwise. This information is summarized in the payoff diagrams below (see attached file).

Determine a portfolio of the 0.5- and 1-year zeroes that has the same payoff as the claim at time 0.5.What is the value of the claim today in the absence of arbitrage? What are the risk-neutral probabilities of the two possible time 0.5 values of the zero maturing at time 1?

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