The Digital 2021 global report has documented the effects of the COVID-19 pandemic on our digital behaviour. Specifically, it records the average daily time that Internet users aged between 16 to 64 years spent on social media is 3.276 hours (?0=3.276μ0=3.276) . A researcher calculated the average daily time spent on social media for a random sample of n = 4949 Internet users aged between 16 to 64 years. The sample mean ?¯y¯ is equal to 4.74.7 hours and the sample variance ?2?−1sn−12 is equal to 5.65.6 ℎ????2hours2. The research is interested in: “Is the average daily time spent on social media equal to hypothesised hours spent per day?” For the remaining questions you may assume that any relevant assumptions have been met. The absolute value of the test statistic is equal to (type your answer with 3 dp) Answer The degrees of freedom is equal to (type your answer as an integer) Answer A group of researchers believe that the population mean time spent per day on social media for Internet users aged between 16 to 64 years has shifted. They want to estimate the 95% confidence interval for the population mean by using a random sample of 35 individuals where the mean is 5.176 hours and standard deviation is 2.866 hours. They calculate the 95% confidence interval to be ....... (lower limit) and .......... (upper limit). Type your answers with 3dp
The Digital 2021 global report has documented the effects of the COVID-19 pandemic on our digital behaviour. Specifically, it records the average daily time that Internet users aged between 16 to 64 years spent on social media is 3.276 hours (?0=3.276μ0=3.276) . A researcher calculated the average daily time spent on social media for a random sample of n = 4949 Internet users aged between 16 to 64 years. The sample
For the remaining questions you may assume that any relevant assumptions have been met.
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The absolute value of the test statistic is equal to (type your answer with 3 dp) Answer
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The degrees of freedom is equal to (type your answer as an integer) Answer
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A group of researchers believe that the population mean time spent per day on social media for Internet users aged between 16 to 64 years has shifted. They want to estimate the 95% confidence interval for the population mean by using a random sample of 35 individuals where the mean is 5.176 hours and standard deviation is 2.866 hours. They calculate the 95% confidence interval to be ....... (lower limit) and .......... (upper limit). Type your answers with 3dp
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