Chapter 5. | Normal Probability Distributions |
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1. Overview |
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2. The Standard Normal Distribution |
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3. Applications of Normal Distributions |
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4. Sampling Distributions and Estimators |
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5. The Central Limit Theorem |
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6. Normal Distribution as Approximation to Binomial Distribution |
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Chapter 6. | Estimates and Sample Sizes |
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1. Overview |
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2. Estimating a Population Proportion |
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3. Estimating a Population Mean: sigma Known |
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4. Estimating a Population Mean: sigma Not Known |
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5. Estimating a Population Variance |
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Chapter 7. | Hypothesis Testing |
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1. Overview |
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2. Basics of Hypothesis Testing |
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3. Testing a Claim about a Proportion |
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4. Testing a Claim about a Mean: sigma Known |
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5. Testing a Claim about a Mean: sigma Not Known |
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6. Testing a Claim about a Standard Deviation or Variance |
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Chapter 8. | Inferences from Two Samples |
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1. Overview |
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2. Inferences about Two Proportions |
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3. Inferences about Two Means: Independent Samples |
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4. Inferences from Matched Pairs |
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Chapter 9. | Correlation and Regression |
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1. Overview |
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2. Correlation |
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3. Regression |
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4. Variation and Prediction Intervals |
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5. Rank Correlation |
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Chapter 10. | Chi-Square and Analysis of Variance |
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1. Overview |
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2. Multinomial Experiments: Goodness-0f-Fit |
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3. Contingency Tables: Independence and Homogeneity |
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4. Analysis of Variance |
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Chapter R. | Reviews |
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1. Review for Final Exam |
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