A large bag of m&m candies contains:80 blue70 orange35 red30 green20 yellow15 brownWe will randomly select 50 pieces. Let the random variable X be the number of oranges selected. Then X has a hypergeometric distribution. Match the following. Group of answer choicesn N M success ### Problem DescriptionA large bag of M&M candies contains:- 80 blue- 70 orange- 35 red- 30 green- 20 yellow- 15 brownWe will randomly select 50 pieces. Let the random variable X be the number of oranges selected. Then X has a hypergeometric distribution. Match the following parameters:- **n**: 50- **N**: \[Choose\]- **M**: \[Choose\]- **success**: \[Choose\]### ExplanationThis exercise involves understanding the hypergeometric distribution, which describes the probability of a certain number of successes in draws (without replacement) from a finite population.1. **n (sample size)**: The number of draws, which is 50 in this case.2. **N (population size)**: The total number of M&M candies. To calculate this, add all the candies together.3. **M (number of success states in the population)**: The number of orange candies, which is 70.4. **success (number of successes in the sample)**: Variable to define, based on the context of the problem.Adjust the selections according to the definitions provided in the principles of hypergeometric distribution.

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A large bag of m&m candies contains: 80 blue 70 orange 35 red 30 green 20 yellow 15 brown We will randomly select 50 pieces. Let the random variable X be the number of oranges selected. Then X has a hypergeometric distribution. Match the following. Group of answer choices n N M success

A large bag of m&m candies contains: 80 blue 70 orange 35 red 30 green 20 yellow 15 brown We will randomly select 50 pieces. Let the random variable X be the number of oranges selected. Then X has a hypergeometric distribution. Match the following. Group of answer choices n N M success

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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