Which of the following best describes how an χ2 goodness-of-fit test is used and performed?
A) The observed and expected frequencies are compared and a close match results in a large P-value, which supports rejection of the null hypothesis.
B) The observed and expected frequencies are compared and a close match results in a small P-value, which supports rejection of the null hypothesis.
C) The observed and expected frequencies are compared and a mismatch results in a large P-value, which supports rejection of the null hypothesis.
D) The observed and expected frequencies are compared and a mismatch results in a small P-value, which supports rejection of the null hypothesis.
Correct Answer:
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