The following table represents the joint probability distribution of the number of people waiting in line at Food Truck X and Food Truck Y. Y=1 Y=2 Y=3 Y=4 X=0 1/5 1/15 2/45 X=1 2/45 1/15 1/15 X=2 1/15 1/60 1/15 X=3 4/45 1/60 1/15 4/45 a. Determine the value of C (probability of no one waiting in line at Food Truck X and 2 people waiting in line at Food Truck Y) Answer in fraction or in exact decimals b. What is the probability of equal number of people waiting in line at both Food Truck X and Y? Answer in fraction or rounded to four decimal places

The following table represents the joint probability distribution of the number of people waiting in line at Food Truck X and Food Truck Y. Y=1 Y=2 Y=3 Y=4 X=0 1/5 1/15 2/45 X=1 2/45 1/15 1/15 X=2 1/15 1/60 1/15 X=3 4/45 1/60 1/15 4/45 a. Determine the value of C (probability of no one waiting in line at Food Truck X and 2 people waiting in line at Food Truck Y) Answer in fraction or in exact decimals b. What is the probability of equal number of people waiting in line at both Food Truck X and Y? Answer in fraction or rounded to four decimal places

Name: 1. Procedures not needed, give me the answers only 5:10 PM G G67 .The
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Description: 1. Procedures not needed, give me the answers only 5:10 PM G G67 .The following table represents the jointprobability distribution of the number of peoplewaiting in line at Food Truck X and Food Truck Y.Y=1Y=2Y=3Y=4X=01/51/152/45X=12/451/151/15X=21/1

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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