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Question 3 (1 point) Two computer stores recorded the number of computers sold in a week along with the sizes of their hard drives. At =0 05 , test the claim that the distribution of hard drives and the store where the computers were bought are not related. Number of computers 20 GB drive 40 GB drive 80 GB drive 160 GB drive Store 1 11 18 11 Store 2 77 55 28 11 O a There is not evidence to reject the claim that the size of hard drive sold and the store number are not related because the test value 7.815 < 1.980 There is evidence to reject the claim that the size of hard drive sold and the store number are not related because the test value 1.980 > 7.815 There is not evidence to reject the claim that the size of hard drive sold and the store number are not related because the test value 15.507 <1.980 There is evidence to reject tbe claim that the size of hard drive sold and the store number are not related because the test vale 25.445 > 7.815 O b O d

Question 3 (1 point) Two computer stores recorded the number of computers sold in a week along with the sizes of their hard drives. At =0 05 , test the claim that the distribution of hard drives and the store where the computers were bought are not related. Number of computers 20 GB drive 40 GB drive 80 GB drive 160 GB drive Store 1 11 18 11 Store 2 77 55 28 11 O a There is not evidence to reject the claim that the size of hard drive sold and the store number are not related because the test value 7.815 < 1.980 There is evidence to reject the claim that the size of hard drive sold and the store number are not related because the test value 1.980 > 7.815 There is not evidence to reject the claim that the size of hard drive sold and the store number are not related because the test value 15.507 <1.980 There is evidence to reject tbe claim that the size of hard drive sold and the store number are not related because the test vale 25.445 > 7.815 O b O d

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 3 (1 point) Two computer stores recorded the number of computers sold in a week along with the sizes of their hard drives. At =0.05 test the claim that the distribution of hard drives and the store where the computers were bought are not related. Number of computers 20 GB drive 40 GB drive 80 GB drive 160 GB drive Store 1 9. 11 18 11 Store 2 77 55 28 11 O a There is not evidence to reject the claim that the size of hard drive sold and the store number are not related because the test value 7.815 < 1.980 There is evidence to reject the claim that the size of hard drive sold and the store number are not related because the test value 1.980 > 7.815 There is not evidence to reject the claim that the size of hard drive sold and the store number are not related because the test value 15.507 <1.980 There is evidence to reject the claim that the size of hard drive sold and the store number are not related because the test vale 25.445 > 7.815 O d
Transcribed Image Text:Question 3 (1 point) Two computer stores recorded the number of computers sold in a week along with the sizes of their hard drives. At =0.05 test the claim that the distribution of hard drives and the store where the computers were bought are not related. Number of computers 20 GB drive 40 GB drive 80 GB drive 160 GB drive Store 1 9. 11 18 11 Store 2 77 55 28 11 O a There is not evidence to reject the claim that the size of hard drive sold and the store number are not related because the test value 7.815 < 1.980 There is evidence to reject the claim that the size of hard drive sold and the store number are not related because the test value 1.980 > 7.815 There is not evidence to reject the claim that the size of hard drive sold and the store number are not related because the test value 15.507 <1.980 There is evidence to reject the claim that the size of hard drive sold and the store number are not related because the test vale 25.445 > 7.815 O d
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