Instructor Ramos is concerned about the amount of time teachers spend each week doing
schoolwork at home. A simple random sample of 56 teachers had a mean of 8.0 hours per week
working at home after school. Construct and interpret a 95% confidence interval for the mean
number of hours per week a teacher spends working at home. Assume that the population
standard deviation is 1.5 hours per week.
What appropriate test statistic is used given the
sample size is 35 and sample standard deviation is 1.2?
In a study by Thomas et al. (A-14) the Poisson distribution was used to model the number of patients per month referred to an oncologist. The researchers use a rate of 15.8 patients per month that are referred to the oncologist. Use Table C in the Appendix and a rate of 16 patients per month to calculate the probability that in a month: (a) Exactly 10 patients are referred to an oncologist (b) Between five and 15 inclusive are referred to an oncologist (c) More than 10 are referred to an oncologist 130 CHAPTER 4 PROBABILITY DISTRIBUTIONS3GC04 11/24/2012 13:51:50 Page 131 (d) Less than eight are referred to an oncologist (e) Less than 12, but more than eight are referred to an oncologist
As a chemist, you added a compound to an oil base hoping to increase its lubricating
qualities. Twenty solutions, 10 with the compound and 10 without, were compared with
respect to their ability to lubricate machinery. Each is graded on a scale of 0 to 10, with 10
being the best. Based on the data on the table, does it appear that
the addition of the compound increases lubrication? Using 𝛼 = 0.05, test the hypothesis that there is no significant difference in the lubricating qualities of the solutions
. What conclusions can be drawn from the decision?
During christmas holidays the recorded temperature for 3 days were 24 celsius 28 celsius and 23 celsius what was the average temperature