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Question Help v A standardized test for graduate school admission has a mean score of 146 with a standard deviation of 7 and a unimodal, symmetric distribution c scores. A test preparation organization teaches small classes of 4 students at a time. A larger organization teaches classes of 25 at a time. Both organizations publish the mean scores of all their classes. Complete parts a through c below. too small for the Central Limit Theorem to apply. OC. The distributions cannot be determined, since the Central Limit Theorem does not apply. OD. The distribution for the smaller organization will be approximately Normal with a mean of 146. The sample size for the larger organization is too large for the Central Limit Theorem to apply. b) If either organization has a graduating class with a mean score of 153, they'll take out a full-page ad in the local school paper to advertise. Which organization is more likely to have that success? Explain. A mean score of 153 is SD above the mean for the smaller organization, and SD above the mean for the larger organization. It is more likely that the (Round to two decimal places as needed.) organization will have that success.

Question Help v A standardized test for graduate school admission has a mean score of 146 with a standard deviation of 7 and a unimodal, symmetric distribution c scores. A test preparation organization teaches small classes of 4 students at a time. A larger organization teaches classes of 25 at a time. Both organizations publish the mean scores of all their classes. Complete parts a through c below. too small for the Central Limit Theorem to apply. OC. The distributions cannot be determined, since the Central Limit Theorem does not apply. OD. The distribution for the smaller organization will be approximately Normal with a mean of 146. The sample size for the larger organization is too large for the Central Limit Theorem to apply. b) If either organization has a graduating class with a mean score of 153, they'll take out a full-page ad in the local school paper to advertise. Which organization is more likely to have that success? Explain. A mean score of 153 is SD above the mean for the smaller organization, and SD above the mean for the larger organization. It is more likely that the (Round to two decimal places as needed.) organization will have that success.

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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Question Help A standardized test for graduate school admission has a mean score of 146 with a standard deviation of 7 and a unimodal, symmetric distribution of scores. A test preparation organization teaches small classes of 4 students at a time. A larger organization teaches classes of 25 at a time. Both organizations publish the mean scores of all their classes. Complete parts a through c below. too small tor the Central Limit Theorem to apply. OC. The distributions cannot be determined, since the Central Limit Theorem does not apply. O D. The distribution for the smaller organization will be approximately Normal with a mean of 146. The sample size for the larger organization is too large for the Central Limit Theorem to apply. b) If either organization has a graduating class with a mean score of 153, they'll take out a full-page ad in the local school paper to advertise. Which organization is more likely to have that success? Explain. A mean score of 153 is SD above the mean for the smaller organization, and SD above the mean for the larger organization. It is more likely that the (Round to two decimal places as needed.) organization will have that success. Enter your answer in the edit fioldr ond th
Transcribed Image Text:Question Help A standardized test for graduate school admission has a mean score of 146 with a standard deviation of 7 and a unimodal, symmetric distribution of scores. A test preparation organization teaches small classes of 4 students at a time. A larger organization teaches classes of 25 at a time. Both organizations publish the mean scores of all their classes. Complete parts a through c below. too small tor the Central Limit Theorem to apply. OC. The distributions cannot be determined, since the Central Limit Theorem does not apply. O D. The distribution for the smaller organization will be approximately Normal with a mean of 146. The sample size for the larger organization is too large for the Central Limit Theorem to apply. b) If either organization has a graduating class with a mean score of 153, they'll take out a full-page ad in the local school paper to advertise. Which organization is more likely to have that success? Explain. A mean score of 153 is SD above the mean for the smaller organization, and SD above the mean for the larger organization. It is more likely that the (Round to two decimal places as needed.) organization will have that success. Enter your answer in the edit fioldr ond th
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