COMPARING ONTARIO SCHOOL BOARD AND CLICK A TUTOR CURRICULUM MATHS: GRADES 9 - 12

To see detailed Ontario Curriculum, please click on any topic that is listed on the left hand side (on Ontario Curriculum column) and you will be taken to the Ontario School Board Official Page


ONTARIO SCHOOL BOARD CURRICULUM


CLICK A TUTOR CURRICULUM


Grade 9

Relationships

Geometry of the xy-plane

Tthe properties of linear relations

Grade 9

Number Sense and Algebra

Grade 9

Analytic Geometry

Grade 9

Measurement and Geometry

Grade 10

Analytic Geometry

 

Grade 10

Trigonometry

Grade 10

Trigonometry

Grade 10

Applied Proportional Reasoning
& The Trigonometry Of Right Triangles

Grade 10

Linear Functions

Grade 10

Quadratic Functions

Grade 11

Functions and Relations

Grade 11

Financial Applications of Sequences and Series

Grade 11

Trigonometric Functions

 

Grade 11

Investigations of Loci and Conics

Grade 11

Mathematics of Personal Finance

Grade 11

Models of Exponential Growth

Grade 11

Applications of Compound Interest and Annuities

Grade 11

Personal Financial Decisions

Grade 11

Earning, Paying Taxes, and Purchasing

Grade 11

Saving, Investing, and Borrowing

Grade 11

Advanced Functions and Introductory Calculus

Grade 12

Underlying Concepts of Calculus

Grade 12

Derivatives and Applications

Grade 12

Geometry

Grade 12

Proof and Problem Solving

Grade 12

Discrete Mathematics

Grade 12

Organization of Data for Analysis

Grade 12

Counting and Probability

Grade 12

Counting and Probability

Grade 12

Statistics

Integration of the Techniques of Data Management
Applications of Statistics
Applications of Geometry,
Measurement, and Trigonometry
Analysis of Mathematical Models
Polynomial Functions and Inverse Proportionality
Exponential and Logarithmic Functions
Applications and Consolidation
Statistics and Probability
Everyday Financing
Applications of Measurement and Geometry

Relationships

  • Relationships
  • Linear Relations
  • Non Linear Relations
  • Connections

Number Sense And Algebra

  • Numbers
  • Classes Of Numbers
  • Multi Step Problems
  • Use Head Not Brain
  • Exponents
  • Exponents Laws
  • Expanding Laws
  • Scientific Notation
  • Polynomials
  • Factoring Polynomials
  • Rearranging And Solving
  • Pythagorean Theorem
  • Algebraic Modelling

Analytical Geometry

  • Equations Graphs
  • Linear Relations
  • Slope
  • Graphing Line
  • Equation Of Line
  • Intersection Of Lines

Measurement And Geometry

  • Formulas
  • Varying Dimensions
  • 3 D Problems
  • Properties Of Angles
  • Quadrilaterals

Analytical Geometry

  • Intersection Of Lines
  • Solving Problems
  • Length And Midpoint
  • Investigating Circles
  • Geometric Verification

Trigonometry

  • Triangle Similarity
  • Trigonometric Ratios
  • Application Of Triangles
  • The Sine And Cosine Laws

Trigonometry - Relationships Of A Triangle

  • Relationships Of A Triangle
  • Relation Between Sin, Cos And Tan
  • Cosec A, Sec A And Cot A
  • Test Yourself


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Loci And Conics

  • Basic Concepts
  • Ellipses
  • Parabola
  • Hyperbola
  • Conic Sections



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Exponential Growth

Exponential Growth




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Quadratic Functions

  • Solving First - Degree Inequalities
  • Adding And Subtracting Polynomials
  • Multiplying And Factoring Polynomials
  • Completing The Square
  • Quadratic Functions
  • Solving Quadratic Equations
  • Using The Quadratic Formula
  • The Complex Number System
  • An Introduction To Exponents
  • The Exponent Law
  • Expanding The Exponent Laws
  • An Introduction To Formal Functions
  • Manipulating General Functions
  • Proper Mathematical Form

Calculus Concepts

  • Calculus
  • The Derivative



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Discrete Mathematics

  • Using Counting Techniques
  • Using Mathematical Induction



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Statistics

  • Collecting Data
  • Analysing Data
  • Solving Problems
  • Describing The Relationship
  • Evaluating



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Quadratic Functions

  • Solving First - Degree Inequalities
  • Adding And Subtracting Polynomials
  • Multiplying And Factoring Polynomials
  • Completing The Square
  • Quadratic Functions
  • Solving Quadratic Equations
  • Using The Quadratic Formula
  • The Complex Number System
  • An Introduction To Exponents
  • The Exponent Law
  • Expanding The Exponent Laws
  • An Introduction To Formal Functions
  • Manipulating General Functions
  • Proper Mathematical Form

Logarithms

  • Logarithms



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