Quantitative Methods II

 HOMEWORK: 01  Basic probability 08  Sampling distribution 15  Inferences for dependent samples 02  Counting 09  Estimating μ (known σ) 16  Inferences for independent samples 03  Rules of probability 10  Estimating μ (unknown σ) 17  Inferences for two proportions 04  Discrete probability distributions 11  Estimating proportions 18  Chi-square test of independence 05  Binomial distribution 12  Hypothesis testing for μ (known σ) 19  Chi-square goodness of fit 06  Poisson distribution 13  Hypothesis testing for μ (unknown σ) 20  Inferences for correlation 07  Normal distribution 14  Hypothesis testing for proportions 21  Inferences for variance

 Practice: Set 1 Solutions to Set 1 Set 2 Solutions to Set 2 Set 3 Solutions to Set 3 Set 4 Solutions to Set 4

 PRESENTATIONS: 04  Discrete probability distributions 10  Estimating μ (unknown σ) 16  Inferences for independent samples 05  Binomial distribution 11  Estimating proportions 17  Inferences for two proportions 06  Poisson distribution 12  Hypothesis testing for μ (known σ) 18  Chi-square test of independence 0 13  Hypothesis testing for μ (unknown σ) 19  Chi-square goodness of fit 08  Sampling distribution 14  Hypothesis testing for proportions 20  Inferences for correlation 09  Estimating μ (known σ) 15  Inferences for dependent samples 21  Inferences for variance

 HANDOUTS: Standard normal table Student's t distribution Chi-square table Describing outcomes Formulas for Test 3 Review for the Final exam