A train ticket office has sold 20 tickets to ride the train. All passengers (ticket holder) are independent of each other, and the probability that a passenger is part of the frequent train passenger club is 0.65 (65% chance they are part of the group and 35% chance they are not). Let X be the number of passengers out of the 20 that are part of the frequent train passenger club. a. What type
A train ticket office has sold 20 tickets to ride the train. All passengers (ticket holder) are independent of each other, and the probability that a passenger is part of the frequent train passenger club is 0.65 (65% chance they are part of the group and 35% chance they are not). Let X be the number of passengers out of the 20 that are part of the frequent train passenger club. a. What type
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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A train ticket office has sold 20 tickets to ride the train. All passengers (ticket holder) are
independent of each other, and the probability that a passenger is part of the frequent train passenger club is
0.65 (65% chance they are part of the group and 35% chance they are not).
Let X be the number of passengers out of the 20 that are part of the frequent train passenger club.
a. What type of distribution does X follow? Write the probability mass function (f(x)), and
name its parameters
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