able 1 gives the distribution of the number of accepta dministration. Test at the 5% level of significance tha udent's being accepted into college is 0.40. That is the computed value of chi-square? Blank 1 hat is the tabular value of chi-square? Blank 2 hoose a or b Blank 3 Accept the null hypothesis because the tabular valu

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Chi-Square Test of Goodness of Fit and Independence
Table 1 gives the distribution of the number of acceptances of 100 students into 3 departments in College of Commerce and Business
Administration. Test at the 5% level of significance that the distribution of acceptances is approximately binomial if the probability of a
student's being accepted into college is 0.40.
What is the computed value of chi-square? Blank 1
What is the tabular value of chi-square? Blank 2
Choose a or b Blank 3
a. Accept the null hypothesis because the tabular value of chi-square is larger than the computed value of chi-square.
b. Accept the alternative hypothesis because the tabular value of chi-square is smaller than the computed value of chi-square.
Number of Acceptances
Number of Students
25
1
34
31
3.
10
100
Transcribed Image Text:Chi-Square Test of Goodness of Fit and Independence Table 1 gives the distribution of the number of acceptances of 100 students into 3 departments in College of Commerce and Business Administration. Test at the 5% level of significance that the distribution of acceptances is approximately binomial if the probability of a student's being accepted into college is 0.40. What is the computed value of chi-square? Blank 1 What is the tabular value of chi-square? Blank 2 Choose a or b Blank 3 a. Accept the null hypothesis because the tabular value of chi-square is larger than the computed value of chi-square. b. Accept the alternative hypothesis because the tabular value of chi-square is smaller than the computed value of chi-square. Number of Acceptances Number of Students 25 1 34 31 3. 10 100
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