Based on a sample of 100 fly fishermen, the sociologist in question 3 fails to reject the null hypotheses. If the null hypothesis is false (and thus should have been rejected), what type of error has the sociologist made?
a) Type I error
b) Type Ill error
c) Type Il error
d) User error

In Statistics, Type II error is made when the null hypothesis is accepted when it is not true (false). The sociologist should have rejected the null hypothesis, but he fails to reject it. He has, therefore, made a Type II error. It is also called a "false negative." On the other hand, a Type I error is committed when the sociologist rejects the null hypothesis when he should have accepted it. A Type I error is also called a "false positive."

Based on a sample of 100 fly fishermen, the sociologist in question 3 fails to reject the null hypotheses. If the null hypothesis is false (and thus should have been rejected), what type of error has the sociologist made? a) Type I error b) Type Ill error c) Type Il error d) User error

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Based on a sample of 100 fly fishermen, the sociologist in question 3 fails to reject the null hypotheses. If the null hypothesis is false (and thus should have been rejected), what type of error has the sociologist made?
a) Type I error
b) Type Ill error
c) Type Il error
d) User error