When testing for a normal distribution with the chi- square goodness- of- fit test with a sample size of 50 observations, the number of intervals needed to satisfy the minimum number of expected frequencies is _____-_ .
A) The sample size is too small to perform the chi- square goodness- of- fit test.
B) 4
C) 5
D) 6
Correct Answer:
Verified
Q2: The chi- square test for independence is
Q3: Nationwide Insurance would like to perform a
Q4: The _ frequencies refer to the frequencies
Q5: Nationwide Insurance would like to perform a
Q6: When testing for a normal distribution with
Q8: Nationwide Insurance would like to perform a
Q9: The rejection region for the chi- square
Q10: When performing a hypothesis test to compare
Q11: The _ frequencies refer to the sample
Q12: The chi- square test requires that each
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