find by method of greatest plausibility(and by method of moments) on a sample x1,x2,...,xn the pointwise of parameter p of the following distribution: P(X=xi) = (1-p)^3xi-4 *p^3
Added by Iliyas U.
Step 1
To find the point estimate of the parameter \( p \) of the given distribution \( P(X = x_i) = (1-p)^{3x_i-4} p^3 \) using both the method of greatest plausibility (maximum likelihood estimation) and the method of moments, follow these steps: ### Method of Maximum Show more…
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