Researchers are interested in determining whether iPhone users rate social media involvement less than 14, the average for Android users. Researchers take a random sample of 70 iPhone users and find that their average social media involvement is 18. The standard deviation is also known to be 10. What are the test statistic, the p-value and the conclusion for this test?

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ATISTICS
Researchers are interested in determining whether iPhone users rate social media involvement less than 14, the average for
Android users. Researchers take a random sample of 70 iPhone users and find that their average social media involvement is 18.
The standard deviation is also known to be 10. What are the test statistic, the p-value and the conclusion for this test?
Select one:
O a. Test Statistic 3.35, P-value = 0.9996; Conclusion = Do not reject the null hypothesis.
Ob. Test Statistic = 3.35; P-value = 0.0004, Conclusion = Do not reject the null hypothesis.
OC. Test Statistic 3.35, P-value 0.9996, Conclusion Reject the null hypothesis.
%3D
O d. Test Statistic = 3.35, P-value = 0.0004, Conclusion = Reject the null hypothesis.
O e. Test Statistic = 0.40; P-value = 0.3346; Conclusion = Reject the null hypothesis.
f. Test Statistic 0.40 P-value 0.6554 Conclusion = Do not reject the null hypothesis,
O g. Test Statistic = 0.40; P-value = 0.6554: Conclusion = Reject the null hypothesis.
O h. Test Statistic = 0.40; P-value = 0.3346: Conclusion = Do not reject the null hypothesis.
Transcribed Image Text:ATISTICS Researchers are interested in determining whether iPhone users rate social media involvement less than 14, the average for Android users. Researchers take a random sample of 70 iPhone users and find that their average social media involvement is 18. The standard deviation is also known to be 10. What are the test statistic, the p-value and the conclusion for this test? Select one: O a. Test Statistic 3.35, P-value = 0.9996; Conclusion = Do not reject the null hypothesis. Ob. Test Statistic = 3.35; P-value = 0.0004, Conclusion = Do not reject the null hypothesis. OC. Test Statistic 3.35, P-value 0.9996, Conclusion Reject the null hypothesis. %3D O d. Test Statistic = 3.35, P-value = 0.0004, Conclusion = Reject the null hypothesis. O e. Test Statistic = 0.40; P-value = 0.3346; Conclusion = Reject the null hypothesis. f. Test Statistic 0.40 P-value 0.6554 Conclusion = Do not reject the null hypothesis, O g. Test Statistic = 0.40; P-value = 0.6554: Conclusion = Reject the null hypothesis. O h. Test Statistic = 0.40; P-value = 0.3346: Conclusion = Do not reject the null hypothesis.
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