Probability
17 Units, 35 Skills
Probability and Counting - Single Event - Intro
Unit 1
Probability and Counting - Single Event - Practice
Unit 2
Probability and Counting - Single Event - Advanced
Unit 3
Probability and Statistics - Counting and Probability Foundations
Unit 4
Probability and Statistics - Counting and Probability Practice
Unit 5
Probability and Statistics - Factorial Form Intro
Unit 6
Probability - Set Operations - Intro
Unit 7
Probability and Counting - Multiple Events - Intro
Unit 8
Probability and Statistics - Probability with Factorials Intro
Unit 9
Probability and Counting - Multiple Events - Practice
Unit 10
Probability and Statistics - Permutations and Combinations Calculating - Intro
Unit 11
Probability - Set Operations - Practice
Unit 12
Probability and Statistics - Probability with Factorials Practice
Unit 13
Probability and Statistics - Permutations and Combinations Calculating - Practice
Unit 14
Probability and Counting - Multiple Events - Advanced
Unit 15
Probability and Statistics - Binomial Notation Intro
Unit 16
Probability and Statistics - Binomial Notation Practice
Unit 17
This math unit centers on the application and mastery of probability, combinatorics, and binomial notation. Beginning with foundational skills, students first practice calculating basic probabilities using the binomial coefficient (nCm notation), such as evaluating simple division and multiplication involving "n choose m". The unit expands complexity by introducing problems that involve dividing or multiplying several combination expressions. As students advance, they practice probability counting involving tasks like selecting cards or letters from a set, reinforcing the application of factorial equations and permutations. These problems steadily guide learners to articulate their computational results in various forms, including nCm notation and simplified fractions. Moving towards more contextual application, the unit incorporates real-world inspired setups where probabilities of selecting specific items like cards or letters from sets are calculated. The latter portions focus on explicitly calculating probabilities for non-ordered selections from a deck of cards, cementing an understanding of probability through repeated practice with increasingly challenging scenarios. This scaffolding approach solidifies combinatorial principles and their application in diverse probability computations.
Skills you will learn include:
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