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Stock A and stock B both have current price 100; neither pays dividends. In one year's time, stock A is worth 120 with probability 0.9 and 90 with probability 0.1; stock B is worth 125 with probability 0.2 and 90 with probability 0.8. The one-year annually compounded interest rate is 10%.
(a) Prove by replication that the one-year 110-strike call on stock A has price 600/99; and that the one-year 110-strike call on stock B has price 600/77. (In particular, the call on stock B is more valuable.)
(b) Calculate the risk-neutral probability of stock B being worth 125 at T = 1.
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