- Artificial Intelligence and Machine Learning (AI/ML)
- Applied Mathematics
- Data Analysis
- Data Science
- Probability
- Probability & Statistics
- Probability Distribution
- Bayesian Statistics
- Statistical Analysis
- Simulations
- Statistics
- Combinatorics
Foundations of Probability and Random Variables
Completed by Gerard Guillemette
September 4, 2025
49 hours (approximately)
Gerard Guillemette's account is verified. Coursera certifies their successful completion of Foundations of Probability and Random Variables
What you will learn
Master combinatorial techniques, including permutations, combinations, and multinomial coefficients, to solve counting and probability problems.
Apply probability axioms, construct Venn diagrams, and calculate sample space sizes to evaluate probabilities in various scenarios.
Utilize Bayes' formula, the multiplication rule, and conditional probability to assess event relationships and solve real-world problems.
Analyze discrete and continuous random variables using probability density functions, cumulative distribution functions, and expected values.
Skills you will gain

