Book a Demo

Topics

6. Probability

6.01 Language and notation of probability

Lesson

Worksheet

Practice

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 Combinations and Probability

INVESTIGATION: Pascal's triangle

6.09 Pascal's triangle and binomial expansion

Book a Demo

Australia WA

Year 11

6.01 Language and notation of probability

Lesson

Worksheet

Practice

Interactive practice questions

A coin is flipped. What outcomes could happen?

Black

Heads

Tails

Red

Easy

< 1min

A standard six-sided die is rolled.

Easy

1min

$Uther$ rolled a standard six-sided die.

Easy

< 1min

Which symbol will make the statement true?

$5$5 $\editable{}$ $\left\{2,5,6,9\right\}${2,5,6,9}

Easy

< 1min

Outcomes

1.3.6

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

1.3.8

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

1.3.7a

use set langauge and notation for events: A ̅ (or A^') for the complement of an event A

1.3.7b

use set langauge and notation for events: A∩B and A∪B for the intersection and union of events A and B respectively

1.3.7c

use set langauge and notation for events: A∩B∩C and A∪B∪C for the intersection and union of the three events A,B and C respectively

1.3.7d

use set langauge and notation for events: recognise mutually exclusive events

6.01 Language and notation of probability

Interactive practice questions

Outcomes

1.3.6

1.3.8

1.3.7a

1.3.7b

1.3.7c

1.3.7d

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