Explain how to draw a conclusion for one- and two-tailed hypothesis tests. LO2: Compare and contrast the major types of hypothesis testing for one-sample tests
-Which of the following is true about one-tailed and two-tailed tests?
A) For standard normal and t-distributions, which have a mean of zero, lower-tail critical values are negative and upper-tail critical values are positive.
B) For an upper one-tailed test, if the test statistic is greater than the critical value, the decision would be to fail to reject the null hypothesis.
C) For a lower one-tailed test, if the test statistic is less than the critical value, the decision would be to fail to reject the null hypothesis.
D) For a two-tailed test, if the test statistic is either greater than the upper critical value or less than the lower critical value, the decision would be to fail to reject the null hypothesis.
Correct Answer:
Verified
Q15: Type II error occurs when the test:
A)
Q16: What is the confidence coefficient when the
Q17: Identify the power of the test from
Q18: Level of significance is the probability of:
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Q19: State how to increase the power
Q21: Use p-values to draw conclusions about hypothesis
Q22: State the proper forms of hypotheses for
Q23: Which of the following is true while
Q24: If the alternative hypothesis includes the symbol
Q25: Use the data given below to answer
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