Set up the confidence interval. Plug in the given values for the variables.
[μ ± z*(σ/√n)] = [10.7 ± 2.576*(4.2/√300)] = [10.08 , 11.32]
We are 99% confident that students watched Netflix between 10.08 and 11.32 hours per week.
Arshiyan K.
asked 07/28/20Netflix Addiction. A research was conducted to assess the impact of Netflix on students’ academic performance. A random sample of 300 students resulted in a sample mean of 10.7 hours (watched per week) with a population standard deviation of 4.2 hours. Calculate a 99 % confidence interval for the data (round your answer to 2 decimal places). Show a complete solution and explain the meaning of the confidence interval.
Set up the confidence interval. Plug in the given values for the variables.
[μ ± z*(σ/√n)] = [10.7 ± 2.576*(4.2/√300)] = [10.08 , 11.32]
We are 99% confident that students watched Netflix between 10.08 and 11.32 hours per week.
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Arshiyan K.
thank you so much this helped me a lot07/28/20