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Arranged in alphabetical order
Calculating relative frequencies in a contingency table
Computing conditional probability to make an inference using a two-way freq
Computing conditional probability using a sample space
Computing conditional probability using a two-way frequency table
Computing permutations and combinations
Computing probability involving the addition rule using a two-way frequency
Counting principle
Counting principle involving a specified arrangement
Counting principle with repetition allowed
Conditional probability: Basic
Determining outcomes for compound events and complements of events
Determining a sample space and outcomes for a simple event
Determining a sample space and outcomes for a compound event
Experimental and theoretical probability
Factorial expressions
Finding the odds in favor and against
Finding odds in favor and against drawing a card from a standard deck
Identifying independent events given descriptions of experiments
Interpreting a tree diagram
Interpreting a Venn diagram with 2 sets for a real-world situation
Intersection and conditional probability
Introduction to the counting principle
Introduction to permutations and combinations
Introduction to the probability of an event
Outcomes and event probability
Permutations and combinations: Problem type 1
Permutations and combinations: Problem type 2
Probability of dependent events involving a survey
Probability involving choosing from objects that are not distinct
Probabilities involving two rolls of a die: Decimal answers
Probabilities of an event and its complement
Probabilities of draws with replacement
Probability of independent events: Decimal answers
Probability of independent events involving a standard deck of cards
Probabilities of a permutation and a combination
Probability of selecting one card from a standard deck
Probability of the union and intersection of independent events
Probability of the union of mutually exclusive events and independent event
Using a Venn diagram to understand the addition rule for probability
Word problem involving the probability of a union
Word problem involving the probability of a union or an intersection