Solved

Which of the Following Hypotheses Is a Right-Tail Test About

Question 81

Multiple Choice

Which of the following hypotheses is a right-tail test about the population variance?


A) Η0: σ2 = Which of the following hypotheses is a right-tail test about the population variance? A) Η<sub>0</sub>: σ<sup>2</sup> = , Η<sub>A</sub>: σ<sup>2</sup> ≠ B) Η<sub>0</sub>: σ<sup>2</sup> ≤ , Η<sub>A</sub>: σ<sup>2</sup> > C) Η<sub>0</sub>: σ<sup>2</sup> > , Η<sub>A</sub>: σ<sup>2</sup> < D) Η<sub>0</sub>: σ<sup>2</sup> ≥ , Η<sub>A</sub>: σ<sup>2</sup> > , ΗA: σ2 ≠ Which of the following hypotheses is a right-tail test about the population variance? A) Η<sub>0</sub>: σ<sup>2</sup> = , Η<sub>A</sub>: σ<sup>2</sup> ≠ B) Η<sub>0</sub>: σ<sup>2</sup> ≤ , Η<sub>A</sub>: σ<sup>2</sup> > C) Η<sub>0</sub>: σ<sup>2</sup> > , Η<sub>A</sub>: σ<sup>2</sup> < D) Η<sub>0</sub>: σ<sup>2</sup> ≥ , Η<sub>A</sub>: σ<sup>2</sup> >
B) Η0: σ2 ≤ Which of the following hypotheses is a right-tail test about the population variance? A) Η<sub>0</sub>: σ<sup>2</sup> = , Η<sub>A</sub>: σ<sup>2</sup> ≠ B) Η<sub>0</sub>: σ<sup>2</sup> ≤ , Η<sub>A</sub>: σ<sup>2</sup> > C) Η<sub>0</sub>: σ<sup>2</sup> > , Η<sub>A</sub>: σ<sup>2</sup> < D) Η<sub>0</sub>: σ<sup>2</sup> ≥ , Η<sub>A</sub>: σ<sup>2</sup> > , ΗA: σ2 > Which of the following hypotheses is a right-tail test about the population variance? A) Η<sub>0</sub>: σ<sup>2</sup> = , Η<sub>A</sub>: σ<sup>2</sup> ≠ B) Η<sub>0</sub>: σ<sup>2</sup> ≤ , Η<sub>A</sub>: σ<sup>2</sup> > C) Η<sub>0</sub>: σ<sup>2</sup> > , Η<sub>A</sub>: σ<sup>2</sup> < D) Η<sub>0</sub>: σ<sup>2</sup> ≥ , Η<sub>A</sub>: σ<sup>2</sup> >
C) Η0: σ2 > Which of the following hypotheses is a right-tail test about the population variance? A) Η<sub>0</sub>: σ<sup>2</sup> = , Η<sub>A</sub>: σ<sup>2</sup> ≠ B) Η<sub>0</sub>: σ<sup>2</sup> ≤ , Η<sub>A</sub>: σ<sup>2</sup> > C) Η<sub>0</sub>: σ<sup>2</sup> > , Η<sub>A</sub>: σ<sup>2</sup> < D) Η<sub>0</sub>: σ<sup>2</sup> ≥ , Η<sub>A</sub>: σ<sup>2</sup> > , ΗA: σ2 < Which of the following hypotheses is a right-tail test about the population variance? A) Η<sub>0</sub>: σ<sup>2</sup> = , Η<sub>A</sub>: σ<sup>2</sup> ≠ B) Η<sub>0</sub>: σ<sup>2</sup> ≤ , Η<sub>A</sub>: σ<sup>2</sup> > C) Η<sub>0</sub>: σ<sup>2</sup> > , Η<sub>A</sub>: σ<sup>2</sup> < D) Η<sub>0</sub>: σ<sup>2</sup> ≥ , Η<sub>A</sub>: σ<sup>2</sup> >
D) Η0: σ2 ≥ Which of the following hypotheses is a right-tail test about the population variance? A) Η<sub>0</sub>: σ<sup>2</sup> = , Η<sub>A</sub>: σ<sup>2</sup> ≠ B) Η<sub>0</sub>: σ<sup>2</sup> ≤ , Η<sub>A</sub>: σ<sup>2</sup> > C) Η<sub>0</sub>: σ<sup>2</sup> > , Η<sub>A</sub>: σ<sup>2</sup> < D) Η<sub>0</sub>: σ<sup>2</sup> ≥ , Η<sub>A</sub>: σ<sup>2</sup> > , ΗA: σ2 > Which of the following hypotheses is a right-tail test about the population variance? A) Η<sub>0</sub>: σ<sup>2</sup> = , Η<sub>A</sub>: σ<sup>2</sup> ≠ B) Η<sub>0</sub>: σ<sup>2</sup> ≤ , Η<sub>A</sub>: σ<sup>2</sup> > C) Η<sub>0</sub>: σ<sup>2</sup> > , Η<sub>A</sub>: σ<sup>2</sup> < D) Η<sub>0</sub>: σ<sup>2</sup> ≥ , Η<sub>A</sub>: σ<sup>2</sup> >

Correct Answer:

verifed

Verified

Unlock this answer now
Get Access to more Verified Answers free of charge

Related Questions

Q76: A right-tailed test for the ratio of

Q77: Use the p-value approach to conduct the

Q78: The Excel's function _ returns the p-value

Q79: How does the width of the interval

Q80: Use the R function _ to obtain

Q82: Consider the expected returns (in percent) from

Q83: Which of the following is used to

Q84: The value of the test statistic for

Q85: The following are the competing hypotheses and

Q86: A researcher compares the returns for two