11. Consider the binomial tree of Figure 1. Suppose that the per-period interest rate is R = 1.02.
(a) Show that the price of a call on a put in this model with a strike of k = 4 and a maturity of one period is 1.58, where the underlying put has a strike of 100 and a maturity of 2 periods.
(b) Show that the delta of the call on the put in the binomial example is -0.202. (Use the usual formula for a binomial delta.)
Figure 1: Stock Price Tree for Binomial Illustrations
(c) Verify that a position consisting of a short position in the option and a short position in 0.202 units of the stock is perfectly risk-less over the compound option's one-period life.
We need at least 10 more requests to produce the solution.
0 / 10 have requested this problem solution
The more requests, the faster the answer.