Determine the density function of product

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The random variable X is said to have log normal distribution if its logarithm, logX, is normally distributed. Assume that random variables X1,.....,X50 are independent and all have probability density function fX(x) = 1/x for 1<=x<=e. Determine the around density function of product X1.X2...X50?

Reference no: EM13112278

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