Samantha found that the national average for all students who feel that taking “stats” with Prof. Yankeyis necessary (for success) to be 80 with a variance of 25. She took a random sample of 81 students that shared this view and got a mean of 78. At a significance level of 2%, can she conclude that the number of students that share this view is different from 80? a.Set up the “Ho” and “Ha” statements. b.Test the claim that the number of students that share this view is different from 2%. Be sure to draw a bell curve.
Samantha found that the national average for all students who feel that taking “stats” with Prof. Yankeyis necessary (for success) to be 80 with a variance of 25. She took a random sample of 81 students that shared this view and got a mean of 78. At a significance level of 2%, can she conclude that the number of students that share this view is different from 80? a.Set up the “Ho” and “Ha” statements. b.Test the claim that the number of students that share this view is different from 2%. Be sure to draw a bell curve.
MATLAB: An Introduction with Applications
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ISBN:9781119256830
Author:Amos Gilat
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Samantha found that the national average for all students who feel that taking “stats” with Prof. Yankeyis necessary (for success) to be 80 with a variance of 25. She took a random sample of 81 students that shared this view and got a
a.Set up the “Ho” and “Ha” statements.
b.Test the claim that the number of students that share this view is different from 2%. Be sure to draw a bell curve.
Expert Solution

Step 1
Given:
Sample size (n) = 81
Sample mean
Population variance
Hypothesized mean
Level of significance = 0.02
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