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For this experiment Consider a Grade School Class that has 23 males and 31 females. And we are going to randomly sample 15 of them: Find the Probability that 5 are males and 10 are females Correct Answer isn't listed ○ (-)-() ○ (¹)-()

For this experiment Consider a Grade School Class that has 23 males and 31 females. And we are going to randomly sample 15 of them: Find the Probability that 5 are males and 10 are females Correct Answer isn't listed ○ (-)-() ○ (¹)-()

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
Problem 1P
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**Question 20** For this experiment, consider a grade school class that has 23 males and 31 females. We are going to randomly sample 15 of them. Find the probability that 5 are males and 10 are females. - Correct Answer isn't listed - - \(\frac{\binom{23}{10} \binom{31}{5}}{\binom{54}{15}}\) - \(\frac{\binom{23}{5} \binom{31}{10}}{\binom{54}{15}}\) - \(\frac{\binom{23}{5} \binom{31}{10}}{\binom{39}{15}}\)
Transcribed Image Text:**Question 20** For this experiment, consider a grade school class that has 23 males and 31 females. We are going to randomly sample 15 of them. Find the probability that 5 are males and 10 are females. - Correct Answer isn't listed - - \(\frac{\binom{23}{10} \binom{31}{5}}{\binom{54}{15}}\) - \(\frac{\binom{23}{5} \binom{31}{10}}{\binom{54}{15}}\) - \(\frac{\binom{23}{5} \binom{31}{10}}{\binom{39}{15}}\)
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