M-5 Please I need help with this question needed very clearly and step by step explanation and NEEDED ONLY TYPED SOLUTIONS PLEASE NO HANDWRITTEN please, will be really appreciated for your help.NEEDED ONLY TYPED SOLUTIONSNEEDED ONLY PART C and D only 5. Suppose there are n trials in a binomial experiment, but 0 is unknown. Let X be the randomvariable with this distribution, and suppose that our experiment gave us ro successes.(a) Calculate P(X = xo) in terms of 0. We interpret this as the likelihood of getting the observedresult under a particular choice of 0.(b) Show that the likelihood is maximized when 0 = m. In other words, a is our best guess forwhat 0 might be, given the evidence we have from our experiment.(c) Based on the previous item, the random variable is the maximum likelihood estimator for0. Calculate E().(d) Calculate V(). What happens to the variance as n gets large?

c) From the given information, EX=nθVX=nθ1-θ Consider, EXn=1nEX =1n*nθ =θ

5. Suppose there are n trials in a binomial experiment, but 0 is unknown. Let X be the random variable with this distribution, and suppose that our experiment gave us zo successes. (a) Calculate P(X = xo) in terms of 0. We interpret this as the likelihood of getting the observed result under a particular choice of 0.

5. Suppose there are n trials in a binomial experiment, but 0 is unknown. Let X be the random variable with this distribution, and suppose that our experiment gave us zo successes. (a) Calculate P(X = xo) in terms of 0. We interpret this as the likelihood of getting the observed result under a particular choice of 0.

MATLAB: An Introduction with Applications

6th Edition

ISBN:9781119256830

Author:Amos Gilat

Publisher:Amos Gilat

Chapter1: Starting With Matlab

Section: Chapter Questions

Problem 1P

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