Unit 1: Samples & Discrete Populations
Topic #1: Samples
Worksheet #1: Calculating Sample Statistics
Topic #2: Probability
Worksheet #2: Probability with a Deck of Cards
Topic #3: Discrete Populations
Worksheet #3: Calculating Discrete Population Parameters
Topic #4: Important Discrete Populations
Worksheet #4: COVID-19 in Tampa Bay
Extra Worksheet: Roulette
Unit 1 Practice Exam
Unit 2: Continuous Populations & Sampling Distributions
Topic #5: Continuous Populations
Topic #6: Important Continuous Populations
Worksheet #5: Practice with Continuous Populations
Worksheet #6: Population Transformations
Worksheet #7: Introduction to Sampling Distributions
Worksheet #8: The Distribution of Sample Proportions with Dice
Topic #7: Sampling Distributions
Worksheet #9: Girl Scouts
Unit 2 Practice Exam
Unit 3: Hypothesis Testing & Confidence Intervals
Topic #8: Hypothesis Testing
Worksheet #10: Setting Up Tests for Homework
Topic #9: Hypothesis Testing Examples
Topic #10: χ 2 Tests
Worksheet #11: Fancy Fortune Cookies
Topic #11: Confidence Intervals
Worksheet #12: Real Estate Data
Worksheet #13: Exploring the Confidence Level
Unit 3 Practice Exam
Unit 4: Linear Correlation & Regression
Topic #12: Linear Correlation & Regression
Worksheet #14: Kelp Bed Ecosystems
Unit 4 Practice Exam
Handouts
Handout #1a: Calculating Sample Statistics with the TI-83/84
Handout #1b: Calculating Sample Statistics with the TI-Nspire
Handout #2a: Calculating Discrete Population Parameters with the TI-83/84
Handout #2b: Calculating Discrete Population Parameters with the TI-Nspire
Handout #3: Summary of Important Discrete Populations
Handout #4: Summary of Important Continuous Populations
Handout #5: t & χ 2 Charts
Handout #6: Summary of Sampling Distributions I
Handout #7: Steps of Hypothesis Testing
Handout #8a: χ 2 Test for Independence with the TI-83/84
Handout #8b: χ 2 Test for Independence with the TI-Nspire
Handout #9: Summary of Sampling Distributions II
Handout #10a: Linear Correlation & Regression with the TI-83/84
Handout #10b: Linear Correlation & Regression with the TI-Nspire
Formula Sheet for Exams
References