11/1/2020 MyOpenMath Below is a hypothesis test set up by a student who recently took introductory statistics: Ho: x = 5 HA: x = 5 The sample mean of 100 cases used to implement the hypothesis test is x = 4.2. Which of the following statements are accurate? i. This is a one-sided hypothesis test. ii. There is an error in how these hypotheses were constructed. iii. It would be reasonable to swap "<" for "z" in the alternative hypothesis. Oi only ii only iii only i and ii i and iii ii and iii
11/1/2020 MyOpenMath Below is a hypothesis test set up by a student who recently took introductory statistics: Ho: x = 5 HA: x = 5 The sample mean of 100 cases used to implement the hypothesis test is x = 4.2. Which of the following statements are accurate? i. This is a one-sided hypothesis test. ii. There is an error in how these hypotheses were constructed. iii. It would be reasonable to swap "<" for "z" in the alternative hypothesis. Oi only ii only iii only i and ii i and iii ii and iii
MATLAB: An Introduction with Applications
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Author:Amos Gilat
Publisher:Amos Gilat
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![Below is a hypothesis test set up by a student who recently took introductory statistics:
\[ H_0: \bar{x} = 5 \]
\[ H_A: \bar{x} \neq 5 \]
The sample mean of 100 cases used to implement the hypothesis test is \(\bar{x} = 4.2\). Which of the following statements are accurate?
i. This is a one-sided hypothesis test.
ii. There is an error in how these hypotheses were constructed.
iii. It would be reasonable to swap "<" for "≠" in the alternative hypothesis.
Options:
- ☐ i only
- ☐ ii only
- ☐ iii only
- ☐ i and ii
- ☐ i and iii
- ☐ ii and iii](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F443e45af-3927-4fd9-baca-290567a407b3%2Fbe36c7ed-f275-4e7a-bf78-10779a2ed43a%2F10lk1w_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Below is a hypothesis test set up by a student who recently took introductory statistics:
\[ H_0: \bar{x} = 5 \]
\[ H_A: \bar{x} \neq 5 \]
The sample mean of 100 cases used to implement the hypothesis test is \(\bar{x} = 4.2\). Which of the following statements are accurate?
i. This is a one-sided hypothesis test.
ii. There is an error in how these hypotheses were constructed.
iii. It would be reasonable to swap "<" for "≠" in the alternative hypothesis.
Options:
- ☐ i only
- ☐ ii only
- ☐ iii only
- ☐ i and ii
- ☐ i and iii
- ☐ ii and iii
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