Find the critical values XRand X², for an 80% confidence when the sample size is 29. X2R = 39.251 %3D X²L = 18.939 X²R = 35.563 %3D X²L = 12.443 X²R = 37.916 X²L = 18.939 X²R = 39.087 %3D X²L = 19.768
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- The mean score of a random sample of 22 students’ applicants who took the college entrance examination is calculated to be 76.9. The population variance is known to be 27.4. Find the 99% confidence interval for the mean of the entire student applicants.The pH of rain, measured at a weather station in Michigan, was observed for 39 consecutive rain storms. The sample mean is 4.6982 and the sample variance is 0.39623. Obtain a 99% confidence interval for the mean pH of the population of storms at that location.Find Ta/2 for a 90% confidence interval and a sample size of 30.
- A random sample of 84 products is selected and sample mean and standart deviation are found to be 150 grams and 30 grams respectively. What should be the level of confidance if sampling error is + 6grams and - 6 grams.Find a 90% confidence interval for the population mean, if the sample size is 58, thesample mean is 780 and standard deviation is 42.A professor measured her own blood pressure 25 times and found the sample mean to be 128.52, and sample variance to be 19.68. Estimate the population variance using a 95% confidence interval. (Assume population is normally distributed