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AP Statistics. Name. Chapter 10 Review. Part I - Multiple Choice (Questions 1-10) - Circle the answer of your choice. 1. If the 90% confidence interval of the ...
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AP Statistics Name __________________________________________________________ Chapter 10 Review Part I - Multiple Choice (Questions 1-10) - Circle the answer of your choice.
(a) There is a 90% probability that the true mean is in the interval. (b) There is a 90% probability that the sample mean is in the interval. (c) If 1,000 samples of the same size are taken from the population, then approximately 900 of them will contain the true mean. (d) There is a 90% probability that a data value, chosen at random, will fall in the interval. (e) None of the above.
(a) I only (b) I and II only. (c) II and III only. (d) I, II, and III. (e) None of the above.
(a) A highly significant result indicates that the sample result never really happened. (b) If the probability of sample data yielding a statistic as or more extreme than a given value is approximately 0, then we have a good indication that bias must have been involved with the data collection. (c) If the probability of sample data yielding a statistic as or more extreme than a given value is approximately 0, then we have a good indication that the value of the parameter could be significantly different than what is stated. (d) If the probability of sample data yielding a statistic as or more extreme than a given value is approximately 0, then we have a good indication that whoever stated the expected value is lying. (e) None of the above.
(a) The decision resulting from the test is correct. (b) 95% of the confidence intervals will contain the parameter of interest. (c) The null hypothesis is true. (d) The alternative hypothesis is true. (e) None of the above.
(a) there is a 90% chance that the population parameter is contained in the confidence interval. (b) there is a 90% chance that the sample statistic is contained in the confidence interval (c) 90% of the confidence intervals constructed around a sample statistic will contain the population parameter (d) the terms confidence and probability are interchangeable (e) the concepts of confidence and probability are synonymous
(a) 11 (b) 29 (c) 82 (d) 96 (e) 117
1.96 1. 6 6
I. The sample must have been randomly drawn from the population. II. The population is approximately normal. III. The population standard deviation must be known.
(a) I only. (b) I and II only. (c) I and III only. (d) I, II, and III. (e) None of the above.
(a) Doubles the interval size. (b) Halves the interval size.
(e) Cannot be determined without knowing the sample size.
(c) If a higher level of confidence is desired (d) If the population of truly random (e) Never
(a) P <. (b) .01 < P <. (c) .025 < P <. (d) .05 < P <. (e) P >.
897 914 913 906 916 918 905 921 918 906 895 893 908 906 907 901
a. Test the manufacturer’s claim at the 0.01 level of significance.
μ = the true standard release potency for cephalothin crystals.
Ho: μ = 910 Ha: μ < 910
Assumptions: SRS is assumed, not given. Normality of the sampling distribution is verified graphically. Sigma is known.
Calculations:
Conclusion: Since p > a, the results are not significant and we fail to reject Ho. There is not sufficient evidence to believe the true mean release potency for cephalothin crystals is less than 910.