EE-Learning
The Monty Hall problem
Catogry:
TsSLAueP
Subject:
Early Math
Course:
Probability
Lecture List
Analyzing event probability for independence
Conditional probability and independence
Conditional probability tree diagram example
Conditional probability explained visually
Calculating conditional probability
Dependent probability
Independent & dependent probability
Dependent probability example
Dependent probability: coins
Dependent probability introduction
Independent events example: test taking
Die rolling probability with independent events
Probability without equally likely events
Three-pointer vs free-throw probability
Free-throw probability
Coin flipping probability
Probability of a compound event
Compound probability of independent events
Sample spaces for compound events
Addition rule for probability
Probability with Venn diagrams
Statistical significance of experiment
Random numbers for experimental probability
Random number list to run experiment
Experimental versus theoretical probability simulation
Making predictions with probability
Theoretical and experimental probabilites
Experimental probability
Bringing the set operations together
Subset, strict subset, and superset
Universal set and absolute complement
Relative complement or difference between sets
Intersection and union of sets
Subsets of sample spaces
Die rolling probability
Example: All the ways you can flip a coin
Probability with counting outcomes
The Monty Hall problem
Intuitive sense of probabilities
Simple probability: non-blue marble
Simple probability: yellow marble
Intro to theoretical probability