1.

The abbreviation of Cumulative Distributive Function is ________(a) CDFN(b) CMDF(c) CMD(d) CDF

Answer» Right choice is (d) CDF

To explain I would say: A cumulative distributive function P(x) is the probability of getting some value less than a certain value x. If p(x) will be the density function for a probability distribution, then that will be the cumulative distributive function P(x) is calculated as the integral of p(x) over the interval −∞ to x.


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