Question

ULIC Y LLI JUU24 uue en 40/25555 Problems 2,3,4 Note: Obviously I am aware that problem 3 is in the back of the book. You will tested on similar problems for exam 2 so I recommended trying to solve the problem before looking up the answer. As promised, you will not be required to calculate the binomial distribution. You are just responsible for knowing what it is and how to use it. Here is the distribution for problem 2: # of Acquittals р сар .0060 1.0000 0403 .9940 1209 9537 2150 .8328 2508 .6178 -2007 3670 1115 1663 0425 1.0548 .0106 .0123 .0016 0017 0001 0001

calculate the binominal distribution!!

Answer 1

Sol" - Given L it is a binomial distribution - WKT I Binomial distribution probability is given by plX=8). n a n nor where x is sure representing of acquittals & in trial of n: From distribution table never & varies from o — 10 on X can take values from on 10 _ , Age, Ха10 Efes 8. n=10 Now, Distribution is given by P(x=0) = 10 (p)º (1-) = 0 = (1). (1). (1-P) = 0.0060 - 0-5995 .. p= 0.4005 Aun 1. Binomial diston is given by B10, 0.4005) 1 Binomial distbution is defined by only todo parameters.