SK Grade 9 Math Curriculum

Video lessons and practice for every Grade 9 math topic. Aligned to what Saskatchewan schools teach. Get help with homework or get ahead.

SK Grade 9 Math Curriculum | StudyPugHelp

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SO_ID

Outcome

StudyPug Topic

N9.1

Demonstrate understanding of powers with integral bases and whole number exponents

SS9.1

Demonstrate understanding of circle properties

SS9.4

Demonstrate understanding of line and rotation symmetry

SP9.1

Demonstrate understanding of factors affecting data collection

Grade 9 Math in Saskatchewan

Grade 9 math in Saskatchewan covers a wide range of topics that prepare students for high school mathematics. Students work with powers using integral bases and whole number exponents, extend their understanding of rational numbers, and explore square roots of positive rational numbers. These foundational skills support more advanced work in algebra and geometry.

Linear Relations and Equations

A major focus of Grade 9 math is linear relations and equations. Students learn to model and solve situational questions using linear equations and extend this understanding to single variable linear inequalities with rational coefficients. These skills are essential for success in Grade 10 math and beyond.

Polynomials and Geometry

Grade 9 students in Saskatchewan also demonstrate understanding of polynomials with degree up to 2. In geometry, the curriculum covers circle properties, surface area of composite 3-D objects, similarity of 2-D shapes, and line and rotation symmetry.

Probability and Data Analysis

The Grade 9 math curriculum includes probability and statistics topics. Students examine factors affecting data collection, complete data collection and analysis projects, and explore the role of probability in society. The curriculum also includes research into First Nations and Métis perspectives on probability and statistics.

  • Powers with integral bases and whole number exponents
  • Rational numbers and square roots
  • Linear relations, equations, and inequalities
  • Polynomials (degree ≤ 2)
  • Circle properties and surface area
  • Similarity, symmetry, probability, and data analysis