What does the MPM1D course outline cover?

What does the MPM1D course outline cover?

What does the MPM1D course outline cover?

Here is a quick recap on all the units covered in Grade 9 Math

Here is a quick recap on all the units covered in Grade 9 Math

Here is a quick recap on all the units covered in Grade 9 Math

Number Sense and Algebra


Develop fluency in algebraic manipulation, including collecting like terms, expanding expressions, solving linear equations, and working confidently with algebraic relationships.

Number Sense and Algebra


Develop fluency in algebraic manipulation, including collecting like terms, expanding expressions, solving linear equations, and working confidently with algebraic relationships.

Number Sense and Algebra


Develop fluency in algebraic manipulation, including collecting like terms, expanding expressions, solving linear equations, and working confidently with algebraic relationships.

Linear Relations


Learn how to study slope, rate of change, direct and partial variation, linear equations, and graphs that represent relationships between variables.

Linear Relations


Learn how to study slope, rate of change, direct and partial variation, linear equations, and graphs that represent relationships between variables.

Linear Relations


Learn how to study slope, rate of change, direct and partial variation, linear equations, and graphs that represent relationships between variables.

Analytic Geometry


Explore the connection between algebra and geometry through equations of lines, scatter plots, correlation, slope, and lines of best fit.

Analytic Geometry


Explore the connection between algebra and geometry through equations of lines, scatter plots, correlation, slope, and lines of best fit.

Analytic Geometry


Explore the connection between algebra and geometry through equations of lines, scatter plots, correlation, slope, and lines of best fit.

Measurement & Geometry


Apply mathematical reasoning to 3D shapes, surface area, volume, the Pythagorean theorem, and composite figures.

Measurement & Geometry


Apply mathematical reasoning to 3D shapes, surface area, volume, the Pythagorean theorem, and composite figures.

Measurement & Geometry


Apply mathematical reasoning to 3D shapes, surface area, volume, the Pythagorean theorem, and composite figures.

UNIT

1

UNIT

1

Number Sense & Algebra

Number Sense & Algebra

Master the algebra basics that make every later unit easier.

Master the algebra basics that make every later unit easier.

1

Collecting Like Terms

Collecting Like Terms

✓ Like terms have the same variable and exponent.
✓ Combine them by adding or subtracting coefficients.

✓ Like terms have the same variable and exponent.
✓ Combine them by adding or subtracting coefficients.

3x and 7x → (3 + 7)x = 10x

3x and 7x → (3 + 7)x = 10x

5x² and −2x² → (5 − 2)x² = 3x²

5x² and −2x² → (5 − 2)x² = 3x²

4xy and −9xy → (4 − 9)xy = −5xy

4xy and −9xy → (4 − 9)xy = −5xy

WORKED EXAMPLE

5x + 3y − 2x + 7y
= (5x − 2x) + (3y + 7y)
= 3x + 10y

5x + 3y − 2x + 7y
= (5x − 2x) + (3y + 7y)
= 3x + 10y

2

Expanding & Simplifying

Expanding & Simplifying

✓ Expanding removes brackets using the distributive property.

✓ Expanding removes brackets using the distributive property.

a(b + c) = ab + ac

a(b + c) = ab + ac

3(x + 4) = 3x + 12

3(x + 4) = 3x + 12

−2(5x − 3) = −10x + 6

−2(5x − 3) = −10x + 6

x(x + 7) = x² + 7x

x(x + 7) = x² + 7x

WORKED EXAMPLE

3(2x + 5) − 4(x − 1)
= 6x + 15 − 4x + 4
= 2x + 19

3(2x + 5) − 4(x − 1)
= 6x + 15 − 4x + 4
= 2x + 19

Expand first, then collect like terms.

3

Solving Equations

Solving Equations

✓ Golden rule: do the same thing to both sides.

2(x + 3) = 14
2x + 6 = 14
2x = 8
x = 4

2(x + 3) = 14
2x + 6 = 14
2x = 8
x = 4

5x + 3 = 3x + 11
2x = 8
x = 4

5x + 3 = 3x + 11
2x = 8
x = 4

Order matters: expand, collect like terms, isolate.

Key

Key Takeaway

Key Takeaway

Only the coefficient changes when you collect like terms — the variable part stays the same.

Only the coefficient changes when you collect like terms — the variable part stays the same.

Operations with fractions, integers, decimals, percents, and exponent laws. Simplifying expressions, solving linear equations, isolating variables, and solving word problems

Operations with fractions, integers, decimals, percents, and exponent laws. Simplifying expressions, solving linear equations, isolating variables, and solving word problems

UNIT

3

UNIT

3

Analytic Geometry

Analytic Geometry

Graphing lines, understanding equations in the form \(y = mx + b\), and identifying parallel and perpendicular lines.

Use coordinates, slope, and trends to describe lines and data.

Use coordinates, slope, and trends to describe lines and data.

2

Equation of a Line from Two Points

1 Find slope:
m = (y₂ − y₁) / (x₂ − x₁)

2 Substitute one point
into y = mx + b

3 Solve for b

4 Write the full equation

Example: points (2, 5) and (4, 9)

m = (9 − 5) / (4 − 2) = 2

Substitute (2, 5):
5 = 2(2) + b
5 = 4 + b

b = 1

Equation:

y = 2x + 1

1

Scatter Plots & Line of Best Fit

✓ A scatter plot shows the relationship between two data sets.

✓ A line of best fit goes through the middle of the points.

✓ It should have roughly equal numbers of points above and below.

✓ It helps identify trends and make predictions.

Key Idea

Key Idea

Find the slope first, then use a point to build the equation of the line.

Find the slope first, then use a point to build the equation of the line.

Graphing lines, understanding equations in the form \(y = mx + b\), and identifying parallel and perpendicular lines.

UNIT

4

Measurement and Geometry

Know the right formula, label the shape, and use the theorem carefully.

1

3D Shape Formulas

Shape

Surface Area

Volume

Rectangular prism

2(lw + lh + wh)

lwh

Cylinder

2πr² + 2πrh

πr²h

Cone

πr² + πrl

⅓πr²h

Sphere

4πr²

⁴⁄₃πr³

2

Pythagorean Theorem

a² + b² = c²

c is the hypotenuse, the longest side, opposite the right angle.

Remember

Choose the correct shape formula first, then substitute values carefully and keep your units.

Properties of 2D shapes and 3D figures, calculating area, perimeter, and volume, as well as optimizing measurements.

Properties of 2D shapes and 3D figures, calculating area, perimeter, and volume, as well as optimizing measurements.

UNIT

2

UNIT

2

Linear Relations

Linear Relations

Straight-line relationships connect variables in a predictable way.

Straight-line relationships connect variables in a predictable way.

1

Key Concepts

Key Concepts

Rate of change:

Rate of change:

how much y changes for every 1 unit increase in x

how much y changes for every 1 unit increase in x

Slope:

rise over run, m = (y₂ − y₁) / (x₂ − x₁)

rise over run, m = (y₂ − y₁) / (x₂ − x₁)

Y-intercept:

Y-intercept:

where the line crosses the y-axis, when x = 0

where the line crosses the y-axis, when x = 0

X-intercept:

X-intercept:

where the line crosses the x-axis, when y = 0

where the line crosses the x-axis, when y = 0

2

Direct vs Partial Variation

Direct vs Partial Variation

Direct Variation

Direct Variation

y = mx

y = mx

Partial Variation

Partial Variation

y = mx + b

y = mx + b

Passes through (0, 0)?
Yes = direct. No = partial.

Passes through (0, 0)?
Yes = direct. No = partial.

3

Slope-Intercept Form

Slope-Intercept Form

y = mx + b

y = mx + b

m

= slope

= slope

b

= y-intercept

= y-intercept

Example:

Example:

y = 2x + 3

y = 2x + 3

m = 2, b = 3

m = 2, b = 3

This is the most used equation form in Grade 9 math.

This is the most used equation form in Grade 9 math.

Quick Graphing Steps

1

Plot (0, b)

Plot (0, b)

2

Use slope
(rise/run)

Use slope
(rise/run)

3

Draw the line

Draw the line

A linear relation is a relationship between two variables that produces a straight line when graphed. This unit connects directly to Grade 10 math and analytic geometry.

A linear relation is a relationship between two variables that produces a straight line when graphed. This unit connects directly to Grade 10 math and analytic geometry.

Free Resources

Free Resources

Where Our Students Go

Where Our Students Go

Where Our Students Go

Pricing

FAQ

FAQ

FAQ

Is Grade 9 Math Hard?

What is collecting like terms?

What is the difference between direct variation and partial variation?

What comes after MPM1D?

Do you offer MPM1D tutoring online?

Do you provide Grade 9 math homework help?

How Do I Get Started?

MPM1D Tutoring in Mississauga & Across Canada

MPM1D Tutoring in Mississauga & Across Canada

MPM1D Tutoring in Mississauga & Across Canada

Grade 9 Math; prerequisite for Principles of Mathematics Grade 10 course (MPM2D)


Grade 9 Math; prerequisite for Principles of Mathematics Grade 10 course (MPM2D)


Grade 9 Math; prerequisite for Principles of Mathematics Grade 10 course (MPM2D)


Start your high school with a strong math foundation that will set on a great trajactory for your future. Personalized One-on-One tutoring for the Ontario Grade 9 Academic Math (MPM1D) curriculum.


Start your high school with a strong math foundation that will set on a great trajactory for your future. Personalized One-on-One tutoring for the Ontario Grade 9 Academic Math (MPM1D) curriculum.


Start your high school with a strong math foundation that will set on a great trajactory for your future. Personalized One-on-One tutoring for the Ontario Grade 9 Academic Math (MPM1D) curriculum.


100% Money-Back Guarantee on your first session.

100% Money-Back Guarantee on your first session.

Reviews

Reviews

Contact us

Get in touch with our experts team

University of waterloo
university of torornto
McmMaster university
Toronto metropolitan university (Ryerson)
University of guelph
York University
Ontario Tech University
  • University of waterloo
  • university of torornto
  • McmMaster university
  • Toronto metropolitan university (Ryerson)
  • University of guelph
  • York University
  • Ontario Tech University

Courses:

Grade 9 Math

Grade 9 Science

Grade 10 Math

Grade 10 Science

Grade 11 Functions

Grade 11 Physics

Grade 11 Chemistry

Grade 12 Physics

Grade 12 Advanced Functions

Grade 12 Calculus & Vectors

Grade 12 Chemistry

High School Courses

Support for Ontario high school students building the math and science foundation needed for future engineering programs.

Courses:

Calculus 1

Calculus 2

Physics 1

Physics 2

Linear Algebra

Intro to Programming

First-Year Engineering Courses

One-on-One private tutoring for core courses taken by every first years engineering student

Courses:

Strength of Materials

Fluid Mechanics

Thermodynamics

Probability & Statistics

Heat Transfer

Advanced Engineering Courses

Course-specific tutoring for technical courses that require stronger applied problem-solving.

All Courses We Tutor

All Courses We Tutor

All Courses We Tutor

Fit Minds Academy provides personalized 1-on-1 tutoring for high school students pursuing engineering programs and university students tackling challenging engineering courses. Our support covers math, physics, chemistry, calculus, statics, dynamics, thermodynamics, fluid mechanics, strength of materials, and other core engineering subjects.

Coming Soon!

Comprehensive Grade 9 Math Course Review

Comprehensive Grade 9 Math Course Review

Review the major concepts taught throughout Ontario Grade 9 Mathematics in one organized resource. The course review will break challenging topics into smaller, understandable sections and provide examples that demonstrate how important mathematical methods are applied.

Number sense & algebra

Linear Relations

Analytic Geometry

Measurement & Gerometry

Mathematical Problem-Solving

Number sense & algebra

Linear Relations

Analytic Geometry

Measurement & Gerometry

Mathematical Problem-Solving

Core Grade 9 math topics and foundational concepts
Clear explanations supported by worked examples
Common mistakes and strategies for avoiding them
Important skills needed for Grade 10 mathematics
Practice questions organized by course topic

Core Grade 9 math topics and foundational concepts
Clear explanations supported by worked examples
Common mistakes and strategies for avoiding them
Important skills needed for Grade 10 mathematics
Practice questions organized by course topic

What the Course

Review Includes

What the Course

Review Includes

Grade 9 Math

Topics Covered

Grade 9 Math

Topics Covered

Coming Soon!

Coming Soon!

Coming Soon!

Grade 9 Math Practice

Final Exams

Grade 9 Math Practice

Final Exams

Prepare for tests and final assessments with realistic, course-aligned Grade 9 math practice exams. Each exam will include questions covering major MPM1D topics, along with a detailed solution guide explaining the calculations, reasoning, and problem-solving process.

Prepare for tests and final assessments with realistic, course-aligned Grade 9 math practice exams. Each exam will include questions covering major MPM1D topics, along with a detailed solution guide explaining the calculations, reasoning, and problem-solving process.

Students can use the practice exams to become familiar with different question formats, review challenging units, improve time management, and determine which concepts require additional preparation.

Students can use the practice exams to become familiar with different question formats, review challenging units, improve time management, and determine which concepts require additional preparation.

Full-length Grade 9 math practice exams
Course-aligned and exam-style questions
Questions from all major MPM1D topics
Detailed step-by-step solution guides
Focused review of mistakes and weaker areas

Full-length Grade 9 math practice exams
Course-aligned and exam-style questions
Questions from all major MPM1D topics
Detailed step-by-step solution guides
Focused review of mistakes and weaker areas

Coming Soon!

Identify a student’s current mathematical strengths, foundational learning gaps, and course-specific areas of difficulty. The Grade 9 math diagnostic assessment will evaluate understanding across major course topics and provide students with a clearer starting point for future review or tutoring.

Identify a student’s current mathematical strengths, foundational learning gaps, and course-specific areas of difficulty. The Grade 9 math diagnostic assessment will evaluate understanding across major course topics and provide students with a clearer starting point for future review or tutoring.

The results can help Fit Minds Academy create a more personalized learning plan focused on the concepts and problem types requiring the most attention.

The results can help Fit Minds Academy create a more personalized learning plan focused on the concepts and problem types requiring the most attention.

Grade 9 Math Diagnostic Assessment

Grade 9 Math Diagnostic Assessment

Identify current Grade 9 math strengths
Detect gaps in foundational math knowledge
Recognize challenging topics and question types
Determine which skills require further practice
Receive recommended next steps for improvement


Identify current Grade 9 math strengths
Detect gaps in foundational math knowledge
Recognize challenging topics and question types
Determine which skills require further practice
Receive recommended next steps for improvement


Coming Soon!

Flexible Hourly Tutoring

$65

Per Hour

Pay-As-You-Go Plan, Billed Biweekly

Sessions from the comfort of your home

Access to Fit Minds Discord server

Personalised sessions to suit you

We teach your course material

Resources (course notes, practice tests, and videos)

10-hour Prepaid Plan

$600

Per 10 Hours

$60 per hour - Save $50

Sessions from the comfort of your home

Access to Fit Minds Discord server

Personalised sessions to suit you

We teach your course material

Resources (course notes, practice tests, and videos)

Best Value

Not Sure Which Option Is Right?

Speak with Fit Minds Academy and find the Grade 9 Math tutoring plan that best matches the student’s current course needs and academic goals.

Meet Our Tutors

Meet Our Tutors

Every student has different strengths, learning gaps, and academic goals. Each tutoring session is tailored to the student’s course, current level, pace, and areas requiring additional support. Lessons focus on the exact concepts and problem types the student needs to understand.

Every student has different strengths, learning gaps, and academic goals. Each tutoring session is tailored to the student’s course, current level, pace, and areas requiring additional support. Lessons focus on the exact concepts and problem types the student needs to understand.

Our high school tutoring follows the Ontario curriculum and supports the math and science prerequisites required for engineering, science, and technology programs. We also tutor first-year and upper-year university courses, including calculus, physics, linear algebra, programming, thermodynamics, fluid mechanics, and strength of materials.

Our high school tutoring follows the Ontario curriculum and supports the math and science prerequisites required for engineering, science, and technology programs. We also tutor first-year and upper-year university courses, including calculus, physics, linear algebra, programming, thermodynamics, fluid mechanics, and strength of materials.

Students are matched with tutors based on their course, academic level, subject requirements, learning needs, and availability. Many of our tutors are engineers or technical professionals who understand both the course material and its practical applications.

Students are matched with tutors based on their course, academic level, subject requirements, learning needs, and availability. Many of our tutors are engineers or technical professionals who understand both the course material and its practical applications.

Our tutoring goes beyond completing assignments or memorizing formulas. Students receive clear explanations, structured practice, and step-by-step problem-solving support designed to strengthen understanding and prepare them for quizzes, tests, exams, university courses, and future engineering studies.

Our tutoring goes beyond completing assignments or memorizing formulas. Students receive clear explanations, structured practice, and step-by-step problem-solving support designed to strengthen understanding and prepare them for quizzes, tests, exams, university courses, and future engineering studies.

  1. Personalized 1-on-1 Tutoring

  1. Personalized 1-on-1 Tutoring

  1. More than Homework Help

  1. More than Homework Help

  1. Carefully Matched Tutors for Every Student

  1. Carefully Matched Tutors for Every Student

  1. Ontario Curriculum and Engineering-Focused Support

  1. Ontario Curriculum and Engineering-Focused Support

Fit Minds Academy provides personalized 1-on-1 tutoring for high school students pursuing engineering programs and university students tackling challenging engineering courses. Our support covers math, physics, chemistry, calculus, statics, dynamics, thermodynamics, fluid mechanics, strength of materials, and other core engineering subjects.

Why Choose
Fit Minds Academy

Fit Minds Academy provides personalized 1-on-1 tutoring for high school students pursuing engineering programs and university students tackling challenging engineering courses. Our support covers math, physics, chemistry, calculus, statics, dynamics, thermodynamics, fluid mechanics, strength of materials, and other core engineering subjects.

Why Choose
Fit Minds Academy

Courses:

Grade 9 Math

Grade 9 Science

Grade 10 Math

Grade 10 Science

Grade 11 Functions

Grade 11 Physics

Grade 11 Chemistry

Grade 12 Physics

Grade 12 Advanced Functions

Grade 12 Calculus & Vectors

Grade 12 Chemistry

High School Courses

Support for Ontario high school students building the math and science foundation needed for future engineering programs.

Courses:

Calculus 1

Calculus 2

Physics 1

Physics 2

Linear Algebra

Intro to Programming

First-Year Engineering Courses

One-on-One private tutoring for core courses taken by every first years engineering student

Courses:

Strength of Materials

Fluid Mechanics

Thermodynamics

Probability & Statistics

Heat Transfer

Advanced Engineering Courses

Course-specific tutoring for technical courses that require stronger applied problem-solving.

UNIT

4

Measurement and Geometry

Know the right formula, label the shape, and use the theorem carefully.

1

3D Shape Formulas

Shape

Surface Area

Volume

Rectangular prism

2(lw + lh + wh)

lwh

Cylinder

2πr² + 2πrh

πr²h

Cone

πr² + πrl

⅓πr²h

Sphere

4πr²

⁴⁄₃πr³

2

Pythagorean Theorem

a² + b² = c²

c is the hypotenuse, the longest side, opposite the right angle.

Remember

Choose the correct shape formula first, then substitute values carefully and keep your units.

Properties of 2D shapes and 3D figures, calculating area, perimeter, and volume, as well as optimizing measurements.

Properties of 2D shapes and 3D figures, calculating area, perimeter, and volume, as well as optimizing measurements.

Fit Minds Academy provides personalized 1-on-1 tutoring for high school students pursuing engineering programs and university students tackling challenging engineering courses. Our support covers math, physics, chemistry, calculus, statics, dynamics, thermodynamics, fluid mechanics, strength of materials, and other core engineering subjects.

Comprehensive Grade 9 Math Course Review

Review the major concepts taught throughout Ontario Grade 9 Mathematics in one organized resource. The course review will break challenging topics into smaller, understandable sections and provide examples that demonstrate how important mathematical methods are applied.

Number sense & algebra

Linear Relations

Analytic Geometry

Measurement & Gerometry

Mathematical Problem-Solving

Core Grade 9 math topics and foundational concepts
Clear explanations supported by worked examples
Common mistakes and strategies for avoiding them
Important skills needed for Grade 10 mathematics
Practice questions organized by course topic

What the Course

Review Includes

Grade 9 Math

Topics Covered

Coming Soon!

Grade 9 Math Practice

Final Exams

Prepare for tests and final assessments with realistic, course-aligned Grade 9 math practice exams. Each exam will include questions covering major MPM1D topics, along with a detailed solution guide explaining the calculations, reasoning, and problem-solving process.

Students can use the practice exams to become familiar with different question formats, review challenging units, improve time management, and determine which concepts require additional preparation.

Full-length Grade 9 math practice exams
Course-aligned and exam-style questions
Questions from all major MPM1D topics
Detailed step-by-step solution guides
Focused review of mistakes and weaker areas

Coming Soon!

Identify a student’s current mathematical strengths, foundational learning gaps, and course-specific areas of difficulty. The Grade 9 math diagnostic assessment will evaluate understanding across major course topics and provide students with a clearer starting point for future review or tutoring.

The results can help Fit Minds Academy create a more personalized learning plan focused on the concepts and problem types requiring the most attention.

Grade 9 Math Diagnostic Assessment

Identify current Grade 9 math strengths
Detect gaps in foundational math knowledge
Recognize challenging topics and question types
Determine which skills require further practice
Receive recommended next steps for improvement


Coming Soon!

UNIT

4

Know the right formula, label the shape, and use the theorem carefully.

1

3D Shape Formulas

Shape

Surface Area

Volume

Rectangular prism

2(lw + lh + wh)

lwh

Cylinder

2πr² + 2πrh

πr²h

Cone

πr² + πrl

⅓πr²h

Sphere

4πr²

⁴⁄₃πr³

2

Pythagorean Theorem

a² + b² = c²

c is the hypotenuse, the longest side, opposite the right angle.

Remember

Choose the correct shape formula first, then substitute values carefully and keep your units.

Measurement and Geometry

Properties of 2D shapes and 3D figures, calculating area, perimeter, and volume, as well as optimizing measurements.

UNIT

3

Use coordinates, slope, and trends to describe lines and data.

2

Equation of a Line from Two Points

1 Find slope:
m = (y₂ − y₁) / (x₂ − x₁)

2 Substitute one point
into y = mx + b

3 Solve for b

4 Write the full equation

Example: points (2, 5) and (4, 9)

m = (9 − 5) / (4 − 2) = 2

Substitute (2, 5):
5 = 2(2) + b
5 = 4 + b

b = 1

Equation:

y = 2x + 1

1

Scatter Plots & Line of Best Fit

✓ A scatter plot shows the relationship between two data sets.

✓ A line of best fit goes through the middle of the points.

✓ It should have roughly equal numbers of points above and below.

✓ It helps identify trends and make predictions.

Key Idea

Find the slope first, then use a point to build the equation of the line.

Analytic Geometry

Graphing lines, understanding equations in the form (y = mx + b), and identifying parallel and perpendicular lines.

UNIT

2

Straight-line relationships connect variables in a predictable way.

1

Key Concepts

Rate of change:

how much y changes for every 1 unit increase in x

Slope:

rise over run, m = (y₂ − y₁) / (x₂ − x₁)

Y-intercept:

where the line crosses the y-axis, when x = 0

X-intercept:

where the line crosses the x-axis, when y = 0

2

Direct vs Partial Variation

Direct Variation

y = mx

Partial Variation

y = mx + b

Passes through (0, 0)?
Yes = direct. No = partial.

3

Slope-Intercept Form

y = mx + b

m

= slope

b

= y-intercept

Example:

y = 2x + 3

m = 2, b = 3

This is the most used equation form in Grade 9 math.

Quick Graphing Steps

1

Plot (0, b)

2

Use slope
(rise/run)

3

Draw the line

Linear Relations

A linear relation is a relationship between two variables that produces a straight line when graphed. This unit connects directly to Grade 10 math and analytic geometry.

UNIT

1

Number Sense & Algebra

Master the algebra basics that make every later unit easier.

1

Collecting Like Terms

✓ Like terms have the same variable and exponent.
✓ Combine them by adding or subtracting coefficients.

3x and 7x → (3 + 7)x = 10x

5x² and −2x² → (5 − 2)x² = 3x²

4xy and −9xy → (4 − 9)xy = −5xy

WORKED EXAMPLE

5x + 3y − 2x + 7y
= (5x − 2x) + (3y + 7y)
= 3x + 10y

2

Expanding & Simplifying

✓ Expanding removes brackets using the distributive property.

a(b + c) = ab + ac

3(x + 4) = 3x + 12

−2(5x − 3) = −10x + 6

x(x + 7) = x² + 7x

WORKED EXAMPLE

3(2x + 5) − 4(x − 1)
= 6x + 15 − 4x + 4
= 2x + 19

Expand first, then collect like terms.

3

Solving Equations

✓ Golden rule: do the same thing to both sides.

2(x + 3) = 14
2x + 6 = 14
2x = 8
x = 4

5x + 3 = 3x + 11
2x = 8
x = 4

Order matters: expand, collect like terms, isolate.

Key

Key Takeaway

Only the coefficient changes when you collect like terms — the variable part stays the same.

Operations with fractions, integers, decimals, percents, and exponent laws. Simplifying expressions, solving linear equations, isolating variables, and solving word problems

Courses:

Grade 9 Math

Grade 9 Science

Grade 10 Math

Grade 10 Science

Grade 11 Functions

Grade 11 Physics

Grade 11 Chemistry

Grade 12 Physics

Grade 12 Advanced Functions

Grade 12 Calculus & Vectors

Grade 12 Chemistry

High School Courses

Support for Ontario high school students building the math and science foundation needed for future engineering programs.

Courses:

Calculus 1

Calculus 2

Physics 1

Physics 2

Linear Algebra

Intro to Programming

First-Year Engineering Courses

One-on-One private tutoring for core courses taken by every first years engineering student

Courses:

Strength of Materials

Fluid Mechanics

Thermodynamics

Probability & Statistics

Heat Transfer

Advanced Engineering Courses

Course-specific tutoring for technical courses that require stronger applied problem-solving.

Meet Our Tutors

Reviews

10-hour Prepaid Plan

$600

Per 10 Hours

$60 per hour - Save $50

Sessions from the comfort of your home

Access to Fit Minds Discord server

Personalised sessions to suit you

We teach your course material

Resources (course notes, practice tests, and videos)

Flexible Hourly Tutoring

$65

Per Hour

Pay-As-You-Go Plan, Billed Biweekly

Sessions from the comfort of your home

Access to Fit Minds Discord server

Personalised sessions to suit you

We teach your course material

Resources (course notes, practice tests, and videos)

Not Sure Which Option Is Right?

Speak with Fit Minds Academy and find the Grade 9 Math tutoring plan that best matches the student’s current course needs and academic goals.

Best Value
Best Value

Pricing

Contact us

Get in touch with our experts team












Copyright © FIT MINDS ACADEMY.
All Rights Reserved.


Fit Minds Academy operates independently and is not affiliated with or endorsed by any schools, universities, or other institutions. All materials provided are for educational purposes only and do not constitute official academic advice.


Serving: Mississauga · Toronto · Brampton · Markham · Oakville · Richmond Hill · Scarborough · North York · Burlington · Hamilton · Newmarket · Guelph · Richmond · Calgary · Edmonton · Ottawa · Online Across Canada

Fit Minds Academy provides personalized 1-on-1 tutoring for high school students pursuing engineering programs and university students tackling challenging engineering courses. Our support covers math, physics, chemistry, calculus, statics, dynamics, thermodynamics, fluid mechanics, strength of materials, and other core engineering subjects.

Why Choose
Fit Minds Academy

  1. Personalized 1-on-1 Tutoring

Every student has different strengths, learning gaps, and academic goals. Each tutoring session is tailored to the student’s course, current level, pace, and areas requiring additional support. Lessons focus on the exact concepts and problem types the student needs to understand.

  1. Carefully Matched Tutors for Every Student

Students are matched with tutors based on their course, academic level, subject requirements, learning needs, and availability. Many of our tutors are engineers or technical professionals who understand both the course material and its practical applications.

  1. Ontario Curriculum and Engineering-Focused Support

Our high school tutoring follows the Ontario curriculum and supports the math and science prerequisites required for engineering, science, and technology programs. We also tutor first-year and upper-year university courses, including calculus, physics, linear algebra, programming, thermodynamics, fluid mechanics, and strength of materials.

  1. More than Homework Help

Our tutoring goes beyond completing assignments or memorizing formulas. Students receive clear explanations, structured practice, and step-by-step problem-solving support designed to strengthen understanding and prepare them for quizzes, tests, exams, university courses, and future engineering studies.

Flexible Hourly Tutoring

$65

Per Hour

Pay-As-You-Go Plan, Billed Biweekly

Sessions from the comfort of your home

Access to Fit Minds Discord server

Personalised sessions to suit you

We teach your course material

Resources (course notes, practice tests, and videos)

10-hour Prepaid Plan

$600

Per 10 Hours

$60 per hour - Save $50

Sessions from the comfort of your home

Access to Fit Minds Discord server

Personalised sessions to suit you

We teach your course material

Resources (course notes, practice tests, and videos)

Best Value

Not Sure Which Option Is Right?

Speak with Fit Minds Academy and find the Grade 9 Math tutoring plan that best matches the student’s current course needs and academic goals.