Q5- Two machines A and B produce 20% and 80% respectively of the production ofa manufacture. It is known that the probability that machine A producedefective component is 0.01 while the probability that machine B proddefective component is 0.05. If a component is selected at random fro 4 la jo 4production of this manufacture and is found to be defective, find the probabilitythat it was made by machine B.Q6- Box A contain 3 red marbles and 1 white marble. Box B has 1 redmarble and 1 white marble. Three marbles are chosen at random withoutreplacement from the box A and placed in the box B. Then 2 marblesare chosen at random and without replacement from the box B. If we know bothmarbles chosen from the box B are red what is the probability that three redmarbles come from box A to box B?

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Description: Q5- Two machines A and B produce 20% and 80% respectively of the production ofa manufacture. It is known that the probability that machine A producedefective component is 0.01 while the probability that machine B proddefective component is 0.05. If

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Q5- Two machines A and B produce 20% and 80% respectively of the production of a manufacture. It is known that the probability that machine A produce defective component is 0.01 while the probability that machine B prod 4 J defective component is 0.05. If a component is selected at random fro production of this manufacture and is found to be defective, find the probability that it was made by machine B. 3

Q5- Two machines A and B produce 20% and 80% respectively of the production of a manufacture. It is known that the probability that machine A produce defective component is 0.01 while the probability that machine B prod 4 J defective component is 0.05. If a component is selected at random fro production of this manufacture and is found to be defective, find the probability that it was made by machine B. 3

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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