Question3: If the researcher in Question 1 increases the sample size to 64, calculate the 90% CI for the average GPA of college students with the new sample size. What is the standard error? What is the critical z or t score? What is the CI? Interpret the 90% CI.
Question3: If the researcher in Question 1 increases the sample size to 64, calculate the 90% CI for the average GPA of college students with the new sample size. What is the standard error? What is the critical z or t score? What is the CI? Interpret the 90% CI.
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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Question3: If the researcher in Question 1 increases the
- What is the standard error?
- What is the critical z or t score?
- What is the CI?
- Interpret the 90% CI.

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Question 1: Calculate a 90% CI for the average GPA of college students from a sample of 49
students with a mean GPA of 2.7 and a standard deviation of 0.1.
1) What is the standard error? (Hint: SE ==)
2) What is the critical z or t score? (Hint: use z table or t table)
3) What is 90% CI? (Hint: CI = x±t * SE )
4) If it is known that the population SD of students' GPA is 0.2, what is the 90% CI?
(Hint: CI = x+Z* SE ).
Question 2: If the researcher in Question 1 increases the confidence level to 95%, calculate the
95% CI for the average GPA of college students
1) What is the standard error?
2) What is the critical z or t score?
3) What is the 95% CI?
4) Interpret the 95% CI.
Question3: If the researcher in Question 1 increases the sample size to 64, calculate the 90% CI
for the average GPA of college students with the new sample size.
1) What is the standard error?
2) What is the critical z or t score?
3) What is the CI?
4) Interpret the 90% CI.
15
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English (United States)
Expert Solution

Step 1
Given information
Sample size(n) = 64
Sample mean = 2.7
Sample standard deviation = 0.1
Significance level(α) = 1-0.90 = 0.1
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