Let x be a normal variable with parameters 2 4 show that
Let X be a normal variable with parameters (2, 4). Show that E(e^4X)=e^40 and calculate the probability density function of the random variable 2(e^4X) when X is a standard normal variable
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consider a market with two firms managed by harry and vera under a cartel both firms pick the high price each firm
let x be a normal variable with parameters 2 4 show that ee4xe40 and calculate the probability density function of the
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