FM30.5
Extend understanding of the probability of two events, including events that are:
  • mutually exclusive
  • non-mutually exclusive
  • dependent
  • independent.

[CN, PS, R, V]

Indicators for this outcome
(a)

Provide examples of events relevant to one's self, family, and community that are mutually exclusive or non-mutually exclusive and explain the reasoning.

(b)

Analyze two events to determine if they are complementary.

(c)

Represent, using set notation or graphic organizers, mutually exclusive (including complementary) and non-mutually exclusive events.

(d)

Create and solve contextual problems that involve the probability of mutually exclusive events.

(e)

Create and solve contextual problems that involve the probability of non-mutually exclusive events.

(f)

Provide examples of events relevant to one's self, family, and community that are dependent or independent and explain the reasoning.

(g)

Determine the probability of an event, given the occurrence of a previous event.

(h)

Determine the probability of two dependent or two independent events.

(i)

Solve situational questions that involve determining the probability of dependent and independent events.

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R054343
Nelson Foundations of Mathematics 12
Nelson Foundations of Mathematics 12 provides opportunities for all students to engage, connect and succeed in mathematics. Students learn through investigation and solved examples. The key ideas are summarized in each lesson with ample opportunity to practise the new concepts.
•  Nelson Foundations of Mathematics 12. Computerized Assessment Bank
•  Nelson Foundations of Mathematics 12. Solutions Manual
•  Nelson Foundations of Mathematics 12. Student Book with Online eBook Access
•  Nelson Foundations of Mathematics 12. Teacher's Resource Bundle (print, CD-ROM, online)
•  Nelson Foundations of Mathematics 12. eSolutions Manual (non-printable CD-ROM)
Media and Formats : Book CD/DVD
Price : Free
Record posted/updated: August 13, 2019