### Probability Distribution of Adults with Psychiatric DisordersThe National Institute of Mental Health reports that there is a 20% chance of an adult American suffering from a psychiatric disorder. Four randomly selected adult Americans are examined for psychiatric disorders. Let the number of adults who suffer from psychiatric disorders be represented by the random variable, \( X \).1. **Number of trials (\( n \))**: \( n = 4 \)2. **Probability of success (\( p \))**: \( p = 0.20 \) (Round to 4 decimal places)3. **Probability of failure (\( 1 - p \))**: \( 1 - p = 0.64 \) (Round to 4 decimal places)4. **Probability Distribution Table**: Prepare the probability distribution for the random variable \( X \). Complete the following table. Round your answers to 4 decimal places, e.g. 0.XXXX or .XXXX.| \( X = x \) | \( P(X = x) \) ||-------------|----------------|| 0 | 0.4096 || 1 | 0.4096 || 2 | 0.1536 || 3 | || 4 | |Please fill in the remaining probabilities to complete the table.

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Description: ### Probability Distribution of Adults with Psychiatric DisordersThe National Institute of Mental Health reports that there is a 20% chance of an adult American suffering from a psychiatric disorder. Four randomly selected adult Americans are examin

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The National Institute of Mental Health reports that there is a 20% chance of an adult American suffering from a psychiatric disorder. Foum randomly selected adult Americans are examined for psychiatric disorders. Let the number of adults who suffers from psychiatric disast be represented by the random variable, X

The National Institute of Mental Health reports that there is a 20% chance of an adult American suffering from a psychiatric disorder. Foum randomly selected adult Americans are examined for psychiatric disorders. Let the number of adults who suffers from psychiatric disast be represented by the random variable, X

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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