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QUESTION 26 The Central Limit 11180er states that ' The sampling distribution of any statistic will be approximately normally distributed as long as you take a large enough sample. ' None of the given statements is correct. The sampling distribution of any statistic will be approximately normally distributed as long as the original population is normal. ' The distribution ot the sample will be approximately normally distributed as long as the sample size is large enough. QUESTION 2? The time spent on social media platforms per day by adults follows a normal distribution with a mean of 120 minutes and a standard deviation of 36 minutes. If 64 adults are randomly selected. then the distribution of the sample mean time spent on social media platforms is Approximately normal with mean 120 minutes and standard deviation 4.5 minutes. ' Exactly normal with mean 120 minutes and standard deviation 4.5 minutes. ' Can't be determined without more information Exactly normal with mean 120 minutes and standard deviation 64 minutes. Question as _' l The distribution of the salaries ct cybersecurity analysts is skewed to the right. It Shamsa is interested in estimating the mean salary ot a sample of cybersecurity analysts, which 01 the toiiowlng is true? 0 The standard error of the sample mean will be proportionally larger than the population standard deviation. depending on the size of the sample. 0 The expected value of the sample mean will be equal to the population mean. regardless of the size of the sample. 0 The sampling distribution of the sample mean will also be right skewed for very large samil'e sizes. -._:_J . o The distribution or the sample will be lett-ekewed. ass. -- QUESTION 29 According to Zurich international Life. the BMI for adults in UAE is normally distributed with a mean of 25.6 itng and a standard deviation of 1.2 kgimz. Find the probability that the mean BMI of a random sample of 16 adults exceeds 26 kglmz. Round your answer to 4 decimal digits. oussriou so .____ The weight of an energy bar is normally distributed with a mean of 42 grams with a standard deviation of 0.025 gram. A sample of 25 bars was selected. Find an interval symmetrically distributed around the population mean that will include 95% of the sample means. based on samples of 25 bars. "'- 41.951 and 42.049 \" 41.992 and 42.003 " 41.99 and 42.01 tr