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The time-t price of a stock is S(t). You are given: (i) S(t) follows geometric Brownian motion. (ii) S(0)=1.2 (iii) Pr(S(1)>1.2)=0.60642 (iv) Pr(S(2) >1.44) =

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The time-t price of a stock is S(t). You are given: (i) S(t) follows geometric Brownian motion. (ii) S(0)=1.2 (iii) Pr(S(1)>1.2)=0.60642 (iv) Pr(S(2) >1.44) = 0.34827 Determine Var (S(1)). The time-t price of a stock is S(t). You are given: (i) S(t) follows geometric Brownian motion. (ii) S(0)=1.2 (iii) Pr(S(1)>1.2)=0.60642 (iv) Pr(S(2) >1.44) = 0.34827 Determine Var (S(1))

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