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Please show work9.) Are a persons college & the photo -upload ing site s/he chooses independent? Below is a list of randomly sampled college

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Answer #1

a) We will set up the null hypothesis that

Ho 0 Persons college and photo uploading sites are dependent

H1 Persons college and photo uploading sites are independent

b) Type I error is rejecting null hypothesis (H0) When null hypothesis (H0) was actually True and Type II error is accepting null hypothesis (H0) When Alternate hypothesis (H1) was actually True.

c) Under the null hypothesis the test statistics is

2=(-E Ei (Oi E2

Where Oi is the observed frequency where Ei is the expected frequency and is obtained as follow

RC Ei = N  

Where R and C are row and column total frequencies and N is the Total frequency

The expected frequencies are given below

Observed Facebook Instagram Google+ Total
Foothill 20.10 13.51 10.39 44
De Anza 20.55 13.82 10.63 45
SJSU 17.35 11.67 8.98 38
Total 58 39 30 127

(21-20.10) (10-13.51) + (5 8.98)2 20.10 13.51 8.98

=6.337

The degrees of freedom is (c-1)(r-1)=(3-1)(3-1)=4

and corresponding P.Value at 4 degrees of freedom = 0.175333

The Tabulated Chi square at 1% significance level with 4 degree of freedom = 13.277

The area under dark black represents P.Value area in the below graph

Distribution Plot Chi-Square, DF-4 0.20 0.15 0.10 0.05 0.00 14 0 2 4 8. 10 12 16 X Density 9

e) Since calculated P.Value = 0.175333 which is greater then 0.01, we will accept null hypothesis and concludes that Persons college and photo uploading sites are dependent.

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