Question: please help with 34 to 38 34. From a very large output on a single day -400 items are selected at random. What is the

please help with 34 to 38

please help with 34 to 38 34. From a very large output

34. From a very large output on a single day -400 items are selected at random. What is the probability that between 24 (inclusive) and 38 (inclusive) of the selected items are defective? Ya! The sample size of 400 is too big to answer the (6 0.01416 (c) 0.68921 (d) 0 39831 35, A researcher selects 100 subjects at random from a population, observes a certain number of successes, and calcu latea three confidence intervals. The confidence levels are 9090. 95%, and 995%. and the intervals are (0,402, 0.598) (0:371 0 629), and (0.418. 0,582), Match such interval with its confidence level (a) The 95% confidence interval is (0 418, 0.582) (b) The 90% confidence interval is (0.371 0.629). (c) The number of successes will he needed to determine which interval matches which confidence level. (d) The 99% confidence interval is (0.371,0.629); 36. Which of the following values will always be within the lower limits of a confidence interval of mean? (a) The sample mean. (b) The population mean (c) The sample data. (d) The standard deviation of the samples 37. A random sample of Statistics 162 students is selected and these students test one and test two scores recorded. Which of the following techniques should be used to test the significance of the difference in the average test one and best two scores? (a) Test one mean against a hypothesized constant. (h) Test that a correlation chefficient is not equal to 0 correlation analysis. (c) Test the difference in means between two paired or dependent samples. (il) Test the difference between two means based on two independent samples 38. The average thine in years to get an undergraduate degree in computer science was compared for men and women Random samples of 100 male computer science majors and 100 female computer science majors were taken Chock the appropriate parameter(s) for this situation. (n) Difference between two population proportions p -P2- (b) One population proportion p. (c) Difference between two population means AL -#2. (d) One population incan

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