R Programming for Statistics and Data Science - Test for the Mean - Population Variance Unknown

The video tutorial covers hypothesis testing for the mean when population variance is known and unknown. It presents a scenario where a marketing analyst estimates a competitor's email open rate using a photo from Instagram. The tutorial explains how to formulate null and alternative hypotheses, emphasizing the use of a one-sided test and significance level. It introduces the T statistic for small samples with unknown variance, comparing it to the Z score. The tutorial concludes with a reminder of the importance of exercises to reinforce learning.

What is the null hypothesis regarding the e-mail open rate in the context provided?

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What is the significance level used in the hypothesis test mentioned in the text?

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Describe the difference between the T statistic and the Z score as explained in the text.

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How is the T score calculated according to the information provided?

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What conclusion can be drawn if the absolute value of the T score is lower than the critical value from the table?

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Explain the significance of the P value in hypothesis testing as discussed in the text.

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What does it mean to fail to reject the null hypothesis in the context of the e-mail open rate?

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