If a variable x is having its value equal to the exponential function of another variable w, i.e. “x=exp(w)”, and w has normal distribution; the distribution of x is called _______
If a variable x is having its value equal to the exponential function of another variable w, i.e. “x=exp(w)”, and w has normal distribution; the distribution of x is called _______ Correct Answer Lognormal distribution
For a random variable x, which has “x=exp(w)” where w is having a normal distribution; the distribution of such a random variable x, is said to be the Lognormal distribution. It is a continuous distribution.
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Feb 20, 2025