Question: consider continoues r.v. X following an exponential distribution whose p.d.f. is: f(x;lambda) = lambda e^-lambdax x greate or equal 0; o otherwise. Given a random

consider continoues r.v. X following an exponential distribution whose p.d.f. is: f(x;lambda) = lambda e^-lambdax x greate or equal 0; o otherwise. Given a random sample pf sixe 6 with data X1=5.5, X2=6.2, X3=5.8, X4=5.6, X5=6.3, and X6=6.1, obtain the maximum likelihood stimator of lambda, and then compute the estimate for the given data

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