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 begins by introducing foundational concepts of probability involving union, intersection, and complement set operations, using various problem-solving approaches. Initially, learners associate names and descriptions with these operations through theoretical examples. Progression occurs through the use of Venn diagrams to visualize and identify relationships among sets, moving from basic representations to more analytical tasks involving set operations and their graphical and formulaic expressions. As students advance, they learn to translate complex probability formulas into corresponding set operations and verbal descriptions, enhancing their understanding of how probabilities are computed in diverse scenarios. The unit culminates in applying these concepts to real-world-like situations, where learners practice deriving appropriate formulas for calculating probabilities of specific events. This structured approach solidifies their ability to interpret and apply probability laws to theoretical and practical problems.
Skills you will learn include:
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