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14. 15. ints] Jenny wanted to know if people who exercise regularly eat more apples than people who don't exercise regularly. She took a simple random sample of six people who exercise. Their standard deviation was 2.00. She then took a new simple random sample of eight people who don't exercise. Their standard deviation was 1.51. Please calculate the test statistic for this experiment; then state the critical value; then come to a conclusion concerning the null hypothesis; and then state what the implications are concerning exercise and eating apples. Exercise 9 No Exercise 0 1433 0 167536 3 2

14. 15. ints] Jenny wanted to know if people who exercise regularly eat more apples than people who don't exercise regularly. She took a simple random sample of six people who exercise. Their standard deviation was 2.00. She then took a new simple random sample of eight people who don't exercise. Their standard deviation was 1.51. Please calculate the test statistic for this experiment; then state the critical value; then come to a conclusion concerning the null hypothesis; and then state what the implications are concerning exercise and eating apples. Exercise 9 No Exercise 0 1433 0 167536 3 2

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter10: Statistics
Section10.4: Distributions Of Data
Problem 19PFA
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14.-15. imts] Jenny wanted to know if people who exercise regularly eat more apples than people who don't exercise regularly. She took a simple random sample of six people who exercise. Their standard deviation was 2.00. She then took a new simple random sample of eight people who don't exercise. Their standard deviation was 1.51. Please calculate the test statistic for this experiment; then state the critical value; then come to a conclusion concerning the null hypothesis; and then state what the implications are concerning exercise and eating apples. Exercise No Exercise 01433032 967536 50% of
Transcribed Image Text:14.-15. imts] Jenny wanted to know if people who exercise regularly eat more apples than people who don't exercise regularly. She took a simple random sample of six people who exercise. Their standard deviation was 2.00. She then took a new simple random sample of eight people who don't exercise. Their standard deviation was 1.51. Please calculate the test statistic for this experiment; then state the critical value; then come to a conclusion concerning the null hypothesis; and then state what the implications are concerning exercise and eating apples. Exercise No Exercise 01433032 967536 50% of
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