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1 PV (1,5) (K) = Blo, ()(n,j)PV(n+1.j+1)(K) + (1 7(n, j))PV(n+1,5)(K)], (1) with the present value at expiry N = 2 equal to the strike,

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1 PV (1,5) (K) = Blo, ()(n,j)PV(n+1.j+1)(K) + (1 7(n, j))PV(n+1,5)(K)], (1) with the present value at expiry N = 2 equal to the strike, PV(2,1) (K) = K for all j=0, 1,2. (e) Put- call parity still holds when interest rates are variable, C(n,j) - P(n,j) - Sin,j) + PV(n.)(K) = 0. Show that put-call parity holds for your values of the put, the call, and the present value of the strike, at every node of the two-step binomial

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