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A particular stock has value V(t) at time t where V(t) = Ke^sqrt(t) where K>0. Assume that alternative investments grow in value according to P1 = P0...

A particular stock has value V(t) at time t where V(t) = Ke^sqrt(t) where K>0. Assume that alternative investments grow in value according to P1 = P0 e^(it). Develop a formula that gives the optimal time to sell the stock? Now suppose K= 10 and i = 0.10 . What is the optimal time to sell the stock?

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