According to a new study by ABC, the average time spent by young adults ages 20 to 25 in using their phones for social media sites is 6.77 hours per week. In a class, you gathered 30 individuals to serve as samples for your study, which resulted in the finding that the average time that they consume on social media sites is 7.8 hours per week. Suppose that the sample standard deviation is 2.9 hours and the level of significance is 0.10. Answer the following: 1. Is this significant enough to conclude that the average time in a week that your class spends on social media sites is greater than the average time determined by the ABC study? 2. Give the mean value for the null hypothesis.

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According to a new study by ABC, the average time spent by young adults ages 20 to 25 in using their
phones for social media sites is 6.77 hours per week. In a class, you gathered 30 individuals to serve as
samples for your study, which resulted in the finding that the average time that they consume on social
media sites is 7.8 hours per week. Suppose that the sample standard deviation is 2.9 hours and the level
of significance is 0.10.
Answer the following:
1. Is this significant enough to conclude that the average time in a week that your class spends on
social media sites is greater than the average time determined by the ABC study?
2. Give the mean value for the null hypothesis.
Transcribed Image Text:According to a new study by ABC, the average time spent by young adults ages 20 to 25 in using their phones for social media sites is 6.77 hours per week. In a class, you gathered 30 individuals to serve as samples for your study, which resulted in the finding that the average time that they consume on social media sites is 7.8 hours per week. Suppose that the sample standard deviation is 2.9 hours and the level of significance is 0.10. Answer the following: 1. Is this significant enough to conclude that the average time in a week that your class spends on social media sites is greater than the average time determined by the ABC study? 2. Give the mean value for the null hypothesis.
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