In the final of the World Series Baseball, two teams play a ng of at most seven games until one of the two teams has won

A First Course in Probability (10th Edition)
10th Edition
ISBN:9780134753119
Author:Sheldon Ross
Publisher:Sheldon Ross
Chapter1: Combinatorial Analysis
Section: Chapter Questions
Problem 1.1P: a. How many different 7-place license plates are possible if the first 2 places are for letters and...
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Dear Expert ! Please solve my question CORRECTLY in the image step by step. Surely Like CORRECT solution & will DISLIKE Conceptually INCORRECT SOLUTION. Don't answer my question if you are not sure for Correct Answering.

Dear Expert ! Using the Basic concept of 'Discrete random variables',
Kindly solve the following problem step by step, complete and CORRECT.
Surely LIKE CORRECT solution, will DISLIKE conceptually INCORRECT solution.
Don't try to answer if you can't ANSWER CORRECTLY.
Problem:
In the final of the World Series Baseball, two teams play a
series consisting of at most seven games until one of the two teams has won
four games. Two unevenly matched teams are pitted against each other and
the probability that the weaker team will win any given game is equal to 0.45.
Assuming that the results of the various games are independent of each other,
calculate the probability of the weaker team winning the final. What are the
expected value and the standard deviation of the number of games the final will
take?
Correct Answer -:
Probability, p= D-)0.45)*(0.55)*-4 = 0.3917. The expected value and
k34
the standard deviation are 5.783 and 1.020.
Transcribed Image Text:Dear Expert ! Using the Basic concept of 'Discrete random variables', Kindly solve the following problem step by step, complete and CORRECT. Surely LIKE CORRECT solution, will DISLIKE conceptually INCORRECT solution. Don't try to answer if you can't ANSWER CORRECTLY. Problem: In the final of the World Series Baseball, two teams play a series consisting of at most seven games until one of the two teams has won four games. Two unevenly matched teams are pitted against each other and the probability that the weaker team will win any given game is equal to 0.45. Assuming that the results of the various games are independent of each other, calculate the probability of the weaker team winning the final. What are the expected value and the standard deviation of the number of games the final will take? Correct Answer -: Probability, p= D-)0.45)*(0.55)*-4 = 0.3917. The expected value and k34 the standard deviation are 5.783 and 1.020.
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