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Problem 2. The national soccer team plays soccer 3 times a week. The team plays soccer, O days is 0.1 probability, they play 1 day is 0.3 probability, they play 2 days is 0.4, and they play 3 days otherwise. a. Construct a probability distribution table. b. Find the long-term average, u, or expectea value of the days per week the national soccer team plays soccer..

Problem 2. The national soccer team plays soccer 3 times a week. The team plays soccer, O days is 0.1 probability, they play 1 day is 0.3 probability, they play 2 days is 0.4, and they play 3 days otherwise. a. Construct a probability distribution table. b. Find the long-term average, u, or expectea value of the days per week the national soccer team plays soccer..

MATLAB: An Introduction with Applications
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
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Problem 2. The national soccer team plays soccer 3 times a week. The team plays soccer, O days is 0.1 probability, they play 1 day is 0.3 probability, they play 2 days is 0.4, and they play 3 days otherwise. a. Construct a probability distribution table. b. Find the long-term average, u, or expectea value of the days per week the national soccer team plays soccer. .
Transcribed Image Text:Problem 2. The national soccer team plays soccer 3 times a week. The team plays soccer, O days is 0.1 probability, they play 1 day is 0.3 probability, they play 2 days is 0.4, and they play 3 days otherwise. a. Construct a probability distribution table. b. Find the long-term average, u, or expectea value of the days per week the national soccer team plays soccer. .
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