Stat 300 Materials The lectures and homework are in First Edition form. They contain some typos. Edits of the material are on going. Stat 300 Syllabus Spring 2012 Class Chapter 1 Introduction to Statistics Lectures 1 -1: Introduction to Descriptive Statistics Lecture 1 -2: Data Types Lecture 1 -3 Observational Studies and Experiments Lecture Chapter 1 Review Chapter 2 Summarizing Data Lectures 2-1A: Frequency Tables Lecture 2-1B: Relative Frequency Tables Lecture 2-1C: Cumulative Frequency Tables Lecture 2-2A: Histograms Graphs Lecture 2-2B: Normal Distributions and Normal Histograms Lecture 2-3: Frequency Polygons Lecture 2-4: Special Graphs Lecture Chapter 2 Review Chapter 3 Numerical Measures of Data Lectures 3-1A: TI30 IIS Calculator Intro Lecture 3-1B: Finding the Mean and Standard Deviation Lecture 3-1C: Finding the Mode and Median Lecture 3-2: The Empirical Rule and the meaning of Standard Deviation Lecture 3-3A: Z Scores Lecture Lecture 3-3B: Relative Position and Percentiles Test over Chapters 1 ,2 and 3 Review Notes Test over Chapters 1 ,2 and 3 Test Notes Chapter 4 Probability Lectures 4 -1A: Basic Probability Introduction Lecture 4 -1B: Basic Probability Lecture 4 -1C: Basic Probability Examples 4 -2A: Conditional Probability Introduction 4 -2B: Probability And (Independent Case) 4 -2C: Probability And (Dependent Case) 4 -3A Contingency Table Intro Lecture 4 -3B Contingency Table AND OR Notation Introduction 4 -3C Contingency Table AND OR Probability Examples 4 -3D Contingency Table Complement Notation Lecture 4 -3E Contingency Table Given Notation Lecture 4 -4 Venn Diagrams Lecture 4 -5 Counting Techniques Lecture 4 -6A: Factorials Lecture 4 -6B: Permutations Lecture 4 -6C: Combinations Lecture Chapter 5 Probability Distributions Lectures 5-1A Lecture: Discrete Probability Distributions Introduction 5-1B Lecture: Discrete Probability Distributions Tables 5-1C Lecture: Probability Distributions Tables Mean and Standard Deviation 5-1D Lecture: Expected Value Tables 5-2A Lecture: Binomial Probability Distributions 5-2B Lecture: Binomial Probability Distribution Examples 5-3 Lecture: The Mean and Standard Deviation of Binomial Probability Distributions Test Chapter 4 and 5 Notes Chapter 6 Normal Probability Distributions Lectures 6-1A Lecture: Discrete to Continuous Probability Distributions Introduction 6-1B Lecture: Normal or Bell Shaped Distributions 6-2A Lecture: Normal Probability Distributions Introduction 6-2B Lecture: Interpreting the Area Under a Normal Distribution 6-3A Lecture: Standard Normal Distributions Introduction 6-3B Lecture: Finding the area to the left or right of a Z score 6-3C Lecture: Finding the Z value (Z score) given an area in either tail 6-3D Lecture: Finding probabilities involving Z scores 6-4A Lecture: Finding probabilities involving Normal Distributions 6-4B Lecture: Finding probabilities involving the Distribution of Sample Means 6-5A Lecture: Central Limit Theorem Intro Lecture 6-5B Lecture: Central Limit Theorem Lecture 6-C5 Lecture: Central Limit Examples Lecture 6-6A Normal Distribution to Approximate a Binomial Probability Distribution Intro 6-6B Normal Distribution to Approximate a Binomial Probability Distribution N Examples Chapter 7 Confidence Intervals 7-1A: Population Proportion Introduction 7-1B: Confidence Intervals Critical Values 7-1C: Population Proportion: Confidence Intervals Lecture 7-1D: Creating a Population Proportion Confidence Interval Examples 7-1E: Finding the Sample Size Examples 7-2A Estimating a Population Mean Introduction (Pop SD Known) 7-2B Estimating a Population Mean (Pop SD Known) Examples 7-2C Sample Size Required to Estimate a Population Mean 7-3A Estimating a Population Mean Introduction (Sample Standard Deviation Known) 7-3B: Confidence Intervals T Critical Values 7-3C Estimating a Population Mean (Sample Standard Deviation Known) Examples 7-4A Estimating a Population Standard Deviation Introduction 7-4B: Confidence Intervals T Critical Values 7-4C Estimating a Population Standard Deviation Examples 7-4D Sample Size Required to Estimate a Population Standard Deviation Test Chapter 6 and 7 Test Notes Chapter 7 Formula Review Chapter 8 Hypothesis Testing Lectures 8-1A: Intro to Hypothesis Testing 8-1B: Type I and Type II Errors 8-1C: The Basics of Hypothesis Testing 8-2A: Intro to Hypothesis Testing for Population Proportions 8-2B: Z table Critical Values for Hypothesis Testing 8-2C: Examples Hypothesis Testing for Population Proportions 8-3A: Intro to Hypothesis Testing for Population Means (Population Standard Deviation Known) 8-3B: Examples Hypothesis Testing for Population Means (Population Standard Deviation Known) 8-4A: Intro to Hypothesis Testing for Population Means (Sample Standard Deviation Known) 8-4B: t table Critical Values for Hypothesis 8-4C: Examples of Hypothesis Testing for for Population Means (Only the Sample Standard Deviation Known) 8-5A: Intro to Hypothesis Testing for Population Standard Deviations 8-5B: Chi-Square Table Critical Values for Hypothesis Testing 8-5C: Examples of Hypothesis Testing for Population Standard Deviations Chapter 8 Notes Chapter 9 Hypothesis Testing From Two Samples 9-1: Intro to Hypothesis Testing with two populations 9-2A: Hypothesis Testing to Compare the Difference in 2 Population Proportions 9-2B: Using Confidence Intervals to Compare the Difference in 2 Population Proportions 9-3A: Hypothesis Testing to Compare the Difference in 2 Population Means (Independent Samples) 9-3B: Using Confidence Intervals to Compare the Difference in 2 Population Means 9-4A: Hypothesis Testing to Compare the Difference in 2 Population Means (Dependent Samples) (Matched Pairs) 9-4B: Using Confidence Intervals to Compare the Difference in 2 Population Means (Dependent Samples) (Matched Pairs) 9-5A: Hypothesis Testing to Compare the Difference in 2 Population Standard Deviations Examples 9-5B: F Table Critical Values Chapter 9 Notes Section 9-4 and 9-5 Tables Positive Z Table F Table for alpha = .01 Negative Z Table F Table for alpha = .025 T Table F Table for alpha = .05 Chi Square 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The lectures and homework are in First Edition form. They contain some typos. Edits of the material are on going.
Stat 300 Syllabus Spring 2012 Class
1 -1: Introduction to Descriptive Statistics Lecture
1 -2: Data Types Lecture
1 -3 Observational Studies and Experiments Lecture
Chapter 1 Review
2-1A: Frequency Tables Lecture
2-1B: Relative Frequency Tables Lecture
2-1C: Cumulative Frequency Tables Lecture
2-2A: Histograms Graphs Lecture
2-2B: Normal Distributions and Normal Histograms Lecture
2-3: Frequency Polygons Lecture
2-4: Special Graphs Lecture
Chapter 2 Review
3-1A: TI30 IIS Calculator Intro Lecture
3-1B: Finding the Mean and Standard Deviation Lecture
3-1C: Finding the Mode and Median Lecture
3-2: The Empirical Rule and the meaning of Standard Deviation Lecture
3-3A: Z Scores Lecture Lecture
3-3B: Relative Position and Percentiles
Test over Chapters 1 ,2 and 3 Review Notes
Test over Chapters 1 ,2 and 3 Test Notes
4 -1A: Basic Probability Introduction Lecture
4 -1B: Basic Probability Lecture
4 -1C: Basic Probability Examples
4 -2A: Conditional Probability Introduction
4 -2B: Probability And (Independent Case)
4 -2C: Probability And (Dependent Case)
4 -3A Contingency Table Intro Lecture
4 -3B Contingency Table AND OR Notation Introduction
4 -3C Contingency Table AND OR Probability Examples
4 -3D Contingency Table Complement Notation Lecture
4 -3E Contingency Table Given Notation Lecture
4 -4 Venn Diagrams Lecture
4 -5 Counting Techniques Lecture
4 -6A: Factorials Lecture
4 -6B: Permutations Lecture
4 -6C: Combinations Lecture
5-1A Lecture: Discrete Probability Distributions Introduction
5-1B Lecture: Discrete Probability Distributions Tables
5-1C Lecture: Probability Distributions Tables Mean and Standard Deviation
5-1D Lecture: Expected Value Tables
5-2A Lecture: Binomial Probability Distributions
5-2B Lecture: Binomial Probability Distribution Examples
5-3 Lecture: The Mean and Standard Deviation of Binomial Probability Distributions
Test Chapter 4 and 5 Notes
6-1A Lecture: Discrete to Continuous Probability Distributions Introduction
6-1B Lecture: Normal or Bell Shaped Distributions
6-2A Lecture: Normal Probability Distributions Introduction
6-2B Lecture: Interpreting the Area Under a Normal Distribution
6-3A Lecture: Standard Normal Distributions Introduction
6-3B Lecture: Finding the area to the left or right of a Z score
6-3C Lecture: Finding the Z value (Z score) given an area in either tail
6-3D Lecture: Finding probabilities involving Z scores
6-4A Lecture: Finding probabilities involving Normal Distributions
6-4B Lecture: Finding probabilities involving the Distribution of Sample Means
6-5A Lecture: Central Limit Theorem Intro Lecture
6-5B Lecture: Central Limit Theorem Lecture
6-C5 Lecture: Central Limit Examples Lecture
6-6A Normal Distribution to Approximate a Binomial Probability Distribution Intro
6-6B Normal Distribution to Approximate a Binomial Probability Distribution N Examples
7-1A: Population Proportion Introduction
7-1B: Confidence Intervals Critical Values
7-1C: Population Proportion: Confidence Intervals Lecture
7-1D: Creating a Population Proportion Confidence Interval Examples
7-1E: Finding the Sample Size Examples
7-2A Estimating a Population Mean Introduction (Pop SD Known)
7-2B Estimating a Population Mean (Pop SD Known) Examples
7-2C Sample Size Required to Estimate a Population Mean
7-3A Estimating a Population Mean Introduction (Sample Standard Deviation Known)
7-3B: Confidence Intervals T Critical Values
7-3C Estimating a Population Mean (Sample Standard Deviation Known) Examples
7-4A Estimating a Population Standard Deviation Introduction
7-4B: Confidence Intervals T Critical Values
7-4C Estimating a Population Standard Deviation Examples
7-4D Sample Size Required to Estimate a Population Standard Deviation
Test Chapter 6 and 7 Test Notes
Chapter 7 Formula Review
8-1A: Intro to Hypothesis Testing
8-1B: Type I and Type II Errors
8-1C: The Basics of Hypothesis Testing
8-2A: Intro to Hypothesis Testing for Population Proportions
8-2B: Z table Critical Values for Hypothesis Testing
8-2C: Examples Hypothesis Testing for Population Proportions
8-3A: Intro to Hypothesis Testing for Population Means (Population Standard Deviation Known)
8-3B: Examples Hypothesis Testing for Population Means (Population Standard Deviation Known)
8-4A: Intro to Hypothesis Testing for Population Means (Sample Standard Deviation Known)
8-4B: t table Critical Values for Hypothesis
8-4C: Examples of Hypothesis Testing for for Population Means (Only the Sample Standard Deviation Known)
8-5A: Intro to Hypothesis Testing for Population Standard Deviations
8-5B: Chi-Square Table Critical Values for Hypothesis Testing
8-5C: Examples of Hypothesis Testing for Population Standard Deviations
Chapter 8 Notes
9-1: Intro to Hypothesis Testing with two populations
9-2A: Hypothesis Testing to Compare the Difference in 2 Population Proportions
9-2B: Using Confidence Intervals to Compare the Difference in 2 Population Proportions
9-3A: Hypothesis Testing to Compare the Difference in 2 Population Means (Independent Samples)
9-3B: Using Confidence Intervals to Compare the Difference in 2 Population Means
9-4A: Hypothesis Testing to Compare the Difference in 2 Population Means (Dependent Samples) (Matched Pairs)
9-4B: Using Confidence Intervals to Compare the Difference in 2 Population Means (Dependent Samples) (Matched Pairs)
9-5A: Hypothesis Testing to Compare the Difference in 2 Population Standard Deviations Examples
9-5B: F Table Critical Values
Chapter 9 Notes
Section 9-4 and 9-5
Positive Z Table
F Table for alpha = .01
Negative Z Table
F Table for alpha = .025
T Table
F Table for alpha = .05
Chi Square Table
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