Question 5Imagine that you are winning a cake lottery. You draw lots at random from a bucket of lots where,at the time you participate, there are only 30 lots left. Of these 30 tickets, 3 are winning tickets. Youdraw 5 lottery tickets (without putting them back in the bucket again). Let X be the number ofwinning tickets among the 5 tickets you draw.a) What distribution does X have?Calculate P (X = 1), P(X≥ 1) and E(X).Now imagine that you are offered to draw the 5 lots with a return. That is, after you have drawn oneticket and checked whether it is a winning ticket or not, you put it back in the bucket again beforemaking the next draw. Assume that the bucket is shaken between each draw and that you are notallowed to look into the bucket when making the draws so that the draws are independent.b)What distribution does X now have?Calculate what P(X = 1), P (X|≥ 1) and E(X) will be now.

It is given that: The total no. of tickets is 30. The no. of winning tickets is 3. 5 tickets are…

Answered: Imagine that you are winning a cake…

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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