The question below refers to the following situation:
A researcher is interested in the relationship between political party affiliation (Democrat Or Republican) and support for a woman's right to choose (Pro-Choice) . In order to do this She uses a standardized measure for determining support for Pro-Choice. The higher the Person scores on the measure, the greater is his or her support for Pro-Choice.
If the researcher fails to find a significant difference, when in fact one exists in the Population:
A) a Type 1 error has been made.
B) a Type 2 error has been made.
C) the null hypothesis was correctly rejected.
D) the research hypothesis was correctly accepted.
Correct Answer:
Verified
Q7: The standard error of the difference between
Q8: Accepting the null hypothesis for the means
Q9: When we retain the null hypothesis, we:
A)claim
Q10: The symbols for a Type 1 error
Q11: The null hypothesis in a two-tailed, independent
Q13: The larger the value of our obtained
Q14: When we test hypotheses of differences between
Q15: With respect to α (alpha), which of
Q16: If we reject the null hypothesis when
Q17: When we risk committing a Type 1
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