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Yue Bing is a new intern at Linkedln. She has designed a new recommendation algorithm for connecting LinkedIn users to other users, and wants to see if it will cause an increase the average number of messages sent by Linkedln users. She will randomly sample one group of users from the LinkedIn network and set up their accounts so that they use the new recommendation algorithm. She will then randomly sample another group of users, who will operate on the regular recommendation algorithm. She determines how many messages are sent by users over the course of year. She ends up assigning 23 users to the new algorithm, and 38 users to the old algorithm. She provides you with some of her data, though it is incomplete. Sample Size Sample Mean Standard Deviation New23 34.4 ?? Old 38 27.3 3.1 She insists all assumptions necessary for a confidence interval for a difference between two appropriate means have been verified. What distribution would we use to determine the critical value of a 95% confidence interval using her sample data? O a. AZ distribution. O b. AT distribution with 22 degrees of freedom. O c. AT distribution with 37 degrees of freedom. O d. AT distribution with 60 degrees of freedom. O e. AT distribution with 38 degrees of freedom. O f. AT distribution with 23 degrees of freedom.

Yue Bing is a new intern at Linkedln. She has designed a new recommendation algorithm for connecting LinkedIn users to other users, and wants to see if it will cause an increase the average number of messages sent by Linkedln users. She will randomly sample one group of users from the LinkedIn network and set up their accounts so that they use the new recommendation algorithm. She will then randomly sample another group of users, who will operate on the regular recommendation algorithm. She determines how many messages are sent by users over the course of year. She ends up assigning 23 users to the new algorithm, and 38 users to the old algorithm. She provides you with some of her data, though it is incomplete. Sample Size Sample Mean Standard Deviation New23 34.4 ?? Old 38 27.3 3.1 She insists all assumptions necessary for a confidence interval for a difference between two appropriate means have been verified. What distribution would we use to determine the critical value of a 95% confidence interval using her sample data? O a. AZ distribution. O b. AT distribution with 22 degrees of freedom. O c. AT distribution with 37 degrees of freedom. O d. AT distribution with 60 degrees of freedom. O e. AT distribution with 38 degrees of freedom. O f. AT distribution with 23 degrees of freedom.

MATLAB: An Introduction with Applications
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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Yue Bing is a new intern at Linkedln. She has designed a new recommendation algorithm for connecting LinkedIn users to other users, and wants to see if it will cause an increase the average number of messages sent by Linkedln users. She will randomly sample one group of users from the LinkedIn network and set up their accounts so that they use the new recommendation algorithm. She will then randomly sample another group of users, who will operate on the regular recommendation algorithm. She determines how many messages are sent by users over the course of year. She ends up assigning 23 users to the new algorithm, and 38 users to the old algorithm. She provides you with some of her data, though it is incomplete. Sample Size Sample Mean Standard Deviation New23 34.4 ?? Old 38 27.3 3.1 She insists all assumptions necessary for a confidence interval for a difference between two appropriate means have been verified. What distribution would we use to determine the critical value of a 95% confidence interval using her sample data? O a. AZ distribution. O b. AT distribution with 22 degrees of freedom. O c. AT distribution with 37 degrees of freedom. O d. AT distribution with 60 degrees of freedom. O e. AT distribution with 38 degrees of freedom. O f. AT distribution with 23 degrees of freedom.
Transcribed Image Text:Yue Bing is a new intern at Linkedln. She has designed a new recommendation algorithm for connecting LinkedIn users to other users, and wants to see if it will cause an increase the average number of messages sent by Linkedln users. She will randomly sample one group of users from the LinkedIn network and set up their accounts so that they use the new recommendation algorithm. She will then randomly sample another group of users, who will operate on the regular recommendation algorithm. She determines how many messages are sent by users over the course of year. She ends up assigning 23 users to the new algorithm, and 38 users to the old algorithm. She provides you with some of her data, though it is incomplete. Sample Size Sample Mean Standard Deviation New23 34.4 ?? Old 38 27.3 3.1 She insists all assumptions necessary for a confidence interval for a difference between two appropriate means have been verified. What distribution would we use to determine the critical value of a 95% confidence interval using her sample data? O a. AZ distribution. O b. AT distribution with 22 degrees of freedom. O c. AT distribution with 37 degrees of freedom. O d. AT distribution with 60 degrees of freedom. O e. AT distribution with 38 degrees of freedom. O f. AT distribution with 23 degrees of freedom.
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