6. Probability

6.01 Language and notation of probability

6.02 Review of probability fundamentals

6.03 Estimating probabilities

INVESTIGATION: Experimental probability and estimating Pi

6.04 Theoretical probability and compound events

6.05 Conditional probability and independent events

6.06 Independent events and data

6.07 Combinations

6.08 Applications to probability

INVESTIGATION: Pascal's triangle

6.09 Pascal's triangle and binomial expansion

Year 11

6.01 Language and notation of probability

Interactive practice questions

A coin is flipped. What outcomes could happen?

Black

A

Heads

B

Tails

C

Red

D

Easy

< 1min

A standard six-sided die is rolled.

Easy

1min

If I draw a marble out of the jar without looking, what are all the possible colours the marble might be? Select all the correct answers.

Easy

< 1min

$Uther$ rolled a standard six-sided die.

Easy

< 1min

Outcomes

ACMMM049

review the concepts and language of outcomes, sample spaces and events as sets of outcomes

ACMMM050

use set language and notation for events, including A ̅ (or A′) for the complement of an event A, A∩B for the intersection of events A and B, and A∪B for the union, and recognise mutually exclusive events

ACMMM051

use everyday occurrences to illustrate set descriptions and representations of events, and set operations

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