Suppose you work as a manager for a large clothing store. You are considering introducing a loyalty program to encourage customers to spend more at your store. Before rolling out your program to the public, you want to do a small experiment to estimate its effectiveness. You offer the loyalty program to 22 random customers, and also observed the sales of 17 random customers who did not get the program as a control group. The customers that were part of the loyalty program had average monthly sales of $309.90 and a sample standard deviation of $47.14. For the control group, the customers had an average monthly sales of $261.93 and a sample standard deviation of $63.25. * Given a 95% confidence interval critical value of t = 2.10, what is the upper bound (upper end) of a 95% confidence interval for the difference between two averages? Use (loyalty program no loyalty program) for the order.
Suppose you work as a manager for a large clothing store. You are considering introducing a loyalty program to encourage customers to spend more at your store. Before rolling out your program to the public, you want to do a small experiment to estimate its effectiveness. You offer the loyalty program to 22 random customers, and also observed the sales of 17 random customers who did not get the program as a control group. The customers that were part of the loyalty program had average monthly sales of $309.90 and a sample standard deviation of $47.14. For the control group, the customers had an average monthly sales of $261.93 and a sample standard deviation of $63.25. * Given a 95% confidence interval critical value of t = 2.10, what is the upper bound (upper end) of a 95% confidence interval for the difference between two averages? Use (loyalty program no loyalty program) for the order.
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
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
Transcribed Image Text:Suppose you work as a manager for a large clothing store. You are considering
introducing a loyalty program to encourage customers to spend more at your
store. Before rolling out your program to the public, you want to do a small
experiment to estimate its effectiveness. You offer the loyalty program to 22
random customers, and also observed the sales of 17 random customers who
did not get the program as a control group. The customers that were part of the
loyalty program had average monthly sales of $309.90 and a sample standard
deviation of $47.14. For the control group, the customers had an average
monthly sales of $261.93 and a sample standard deviation of $63.25.
Given a 95% confidence interval critical value of t* = 2. 10, what is the
upper bound (upper end) of a 95% confidence interval for the difference
between two averages? Use (μloyalty program
Hno loyalty program) for
the order.
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