Table of Contents
목차
Defining and Collecting Data
[01] Defining and Collecting Data, part1
- Objectives
- Definition Of Some Terms
- After Collection It Is Often Helpful To Recode
- Types of Samples
- Types of Survey Errors
- 관련 문제 풀어보기
[01] Defining and Collecting Data, part2
Numerical Descriptive Measures (수치적 기술 방법)
[03] Numerical Descriptive Measures 1
[04] Numerical Descriptive Measures 2
[05] Basic Probability
[06] Discrete Probability Distributions
[07] The Normal Distribution
- Continuous Probability Distributions
- The Normal Distribution
- The Standardized Normal
- Finding Normal Probabilities
- 문제
Sampling Distributions
[08] Sampling Distributions of the Mean
[09] Sampling Distributions of the Proportion
One-Sample Tests
[10] Hypothesis & Z-Test
- 개요
- INTRO
- What is a Hypothesis?
- The Hypothesis Testing Process
- Z-Test of Hypothesis for the Mean
- Risks in Decision Making Using Hypothesis Testing
- 문제
[11] 𝜎 Unknown (t test)
- Fundamentals of Hypothesis Testing: One-Sample Tests
- 개요
- INTRO
- t Test of Hypothesis for the Mean
- When we use
[12] one tail test
- Fundamentals of Hypothesis Testing: One-Sample Tests
- 개요
- INTRO
- One-Tail Tests 종류
- Example: Upper-Tail t Test for Mean (𝜎 unknown)
[13] Hypothesis Tests for Proportions
- Fundamentals of Hypothesis Testing: One-Sample Tests
- 개요
- INTRO
- Hypothesis Tests for Proportions
- Proportions
- Example: Z Test for Proportion
- 문제
Two-Sample Tests
[14] Independent samples
- Fundamentals of Hypothesis Testing: Two-Sample Tests
- 개요
- Comparing the mean of Two Independent Populations
- Independent Sample
- Example: Pooled-Variance t-test
- 문제
[15] Related Populations
- Fundamentals of Hypothesis Testing: Two-Sample Tests
- 개요
- Comparing the mean of Two Related Populations
- Related Sample
- How to Solve
[16] Population proportion
- Fundamentals of Hypothesis Testing: Two-Sample Tests
- 개요
- Comparing the mean of Population proportion
- How to Solve
[17] Population Variance
- Fundamentals of Hypothesis Testing: Two-Sample Tests
- 개요
- Comparing the mean of Population Variance
- The F Distribution
- How to Solve
- 문제