Multiple Choice
When testing for a normal distribution with the chi- square goodness- of- fit test with a sample size of 100 observations, the number of intervals needed to satisfy the minimum number of expected frequencies is _______ .
A) 5
B) The sample size is too small to perform the chi- square goodness- of- fit test.
C) 4
D) 6
Correct Answer:

Verified
Correct Answer:
Verified
Q10: Nationwide Insurance would like to perform a
Q11: When testing for a normal distribution with
Q12: The chi- square test for independence is
Q13: When performing a hypothesis test to compare
Q14: Two variables are dependent if changes in
Q16: The chi- square test of independence does
Q17: When we reject the null hypothesis for
Q18: The chi- square test requires that each
Q19: The chi- square goodness- of- fit test
Q20: The shape of the chi- square distribution