It makes a difference whether or not we know the population variance because
A) we cannot deal with situations in which the population variance is not known.
B) we have to call the result t if the population variance is used.
C) we have to call the result z if the population variance is not used.
D) we have to call the result t if the sample variance is used.
Correct Answer:
Verified
Q4: If the population from which we sample
Q5: When we are using a two-tailed hypothesis
Q6: When you are using a one-sample t
Q7: I want to test the hypothesis that
Q8: The standard error of the mean is
Q10: Suppose that we know that the sample
Q11: Which of the following is NOT part
Q12: The importance of the underlying assumption of
Q13: In using a z test for testing
Q14: If the population from which we draw
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