Lectures
- Random Variables and Experiments
- Relative Frequency and Conditional Probability
- Law of Total Probability and Bayes' Theorem
- Independence and Tree Diagrams
- Basic Counting Principles
- Reliability Analysis
- Probability Mass Functions
- Families of Discrete Random Variables
- Cumulative Distribution Function
- Averages and Expected Value
- Functions of a Random Variable
- Expected Value of a Derived Random Variable
- Variance and Standard Deviation
- Continuous Random Variables
- More on Cumulative Distribution Function
- Probability Density Function
- Expected Values
- Families of Continuous Random Variables
- Gaussian Random Variables
- Event-Conditioned Random Variables
- Conditional Expected Values
- Basic Statistics
- Organization of Data
- Sampling Distributions and Estimation
- Estimation and Confidence Intervals
- Mean Hypothesis Tests
- Inference Tests for Two Means
- One-Way Analysis of Variance
Sources
- Course lecture slides 1
- Course lecture slides 11β12
- Course lecture slides 13β14
- Course lecture slides 15
- Course lecture slides 16β17
- Course lecture slides 18β20
- Course lecture slides 2
- Course lecture slides 21
- Course lecture slides 22
- Course lecture slides 23β26
- Course lecture slides 3
- Course lecture slides 4
- Course lecture slides 5
- Course lecture slides 7
- Course lecture slides 8
- Course lecture slides 9β10