For time t > 0, let X, be a random variable normally distributed with mean 0.08t and standard deviation 0.2Vt. Let S denote the known spot price of an asset today and let the random variable S, denote the unknown price of the asset in time t years Assume Se = Soe* 1. If you invest all your personal money today in the asset, by when do you expect your personal worth to triple? 2. What is the probability that your worth at least triples after ten year