Reviews
Reviews
FAQ
What is calculus in math?
Do you offer calculus tutoring online?
Do you have MCV4U notes and practice exams?
How do I do my MCV4U exam review?
Do you tutor other math courses too?
UNIT
5
UNIT
5
Introduction to Vectors
Introduction to Vectors
Introduction to Vectors
Geometric and algebraic representations of vectors, and operations (addition, subtraction, scalar multiplication).
Geometric and algebraic representations of vectors, and operations (addition, subtraction, scalar multiplication).
Geometric and algebraic representations of vectors, and operations (addition, subtraction, scalar multiplication).
UNIT
4
UNIT
4
Transcendental Derivatives
Transcendental Derivatives
The units of the output (dependent variable) divided by the units of the input (independent variable). This is because a derivative represents an instantaneous rate of change.
The units of the output (dependent variable) divided by the units of the input (independent variable). This is because a derivative represents an instantaneous rate of change.
The units of the output (dependent variable) divided by the units of the input (independent variable). This is because a derivative represents an instantaneous rate of change.
Transcendental Derivatives
UNIT
3
UNIT
3
Derivatives of Exponential & Trigonometric Functions
Applying calculus to exponential, logarithmic, and trigonometric functions.
Applying calculus to exponential, logarithmic, and trigonometric functions.
Applying calculus to exponential, logarithmic, and trigonometric functions.
Derivatives help us find peaks, valleys, and optimal values.
Set the derivative to zero to locate critical points and use the diagram or second derivative test to determine maxima (peaks) and minima (valleys).
Find the dimensions of a rectangle with perimeter 20 m that maximize the area.
Derivatives reveal where a function increases, decreases, and has maximum or minimum values—powerful tools for sketching curves and solving optimization problems.
Derivatives help us find rates of change, analyze the behaviour of functions, and solve optimization problems.
Find the dimensions of a rectangle with perimeter 20 m that maximize the area.
Derivatives help us find rates of change, analyze the behaviour of functions, and solve optimization problems.
Derivatives help us find peaks, valleys, and optimal values.
Set the derivative to zero to locate critical points and use the diagram or second derivative test to determine maxima (peaks) and minima (valleys).
Find the dimensions of a rectangle with perimeter 20 m that maximize the area.
Derivatives reveal where a function increases, decreases, and has maximum or minimum values—powerful tools for sketching curves and solving optimization problems.
Derivatives help us find rates of change, analyze the behaviour of functions, and solve optimization problems.
Find the dimensions of a rectangle with perimeter 20 m that maximize the area.
Derivatives help us find rates of change, analyze the behaviour of functions, and solve optimization problems.
Derivatives help us find peaks, valleys, and optimal values.
Set the derivative to zero to locate critical points and use the diagram or second derivative test to determine maxima (peaks) and minima (valleys).
Find the dimensions of a rectangle with perimeter 20 m that maximize the area.
Derivatives reveal where a function increases, decreases, and has maximum or minimum values—powerful tools for sketching curves and solving optimization problems.
Derivatives help us find rates of change, analyze the behaviour of functions, and solve optimization problems.
Find the dimensions of a rectangle with perimeter 20 m that maximize the area.
Derivatives help us find rates of change, analyze the behaviour of functions, and solve optimization problems.
Derivatives of Exponential & Trigonometric Functions
Derivatives of Exponential & Trigonometric Functions
UNIT
2
UNIT
2
Derivatives
Derivatives
Derivatives
Understanding the derivative, derivative rules (power, product, quotient, chain rules), and related rates.
Understanding the derivative, derivative rules (power, product, quotient, chain rules), and related rates.
Understanding the derivative, derivative rules (power, product, quotient, chain rules), and related rates.
Derivatives measure instantaneous rate of change, how fast a function is changing at an exact point.
Derivatives help us find rates of change, analyze the behaviour of functions, and solve optimization problems.
The derivative f′(a) is the slope of the tangent line at x=a.
Derivative = slope of the tangent line.
Key Ideas:
Quick Reminder :
Derivatives help us find rates of change, analyze the behaviour of functions, and solve optimization problems.
The derivative f′(a) is the slope of the tangent line at x=a.
Derivatives help us find rates of change, analyze the behaviour of functions, and solve optimization problems.
Derivative = slope of the tangent line.
The derivative f′(a) is the slope of the tangent line at x=a.
Derivatives measure instantaneous rate of change, how fast a function is changing at an exact point.
Derivatives help us find rates of change, analyze the behaviour of functions, and solve optimization problems.
The derivative f′(a) is the slope of the tangent line at x=a.
Derivative = slope of the tangent line.
Key Ideas:
Quick Reminder :
Derivatives help us find rates of change, analyze the behaviour of functions, and solve optimization problems.
The derivative f′(a) is the slope of the tangent line at x=a.
Derivatives help us find rates of change, analyze the behaviour of functions, and solve optimization problems.
Derivative = slope of the tangent line.
The derivative f′(a) is the slope of the tangent line at x=a.
Derivatives measure instantaneous rate of change, how fast a function is changing at an exact point.
Derivatives help us find rates of change, analyze the behaviour of functions, and solve optimization problems.
The derivative f′(a) is the slope of the tangent line at x=a.
Derivative = slope of the tangent line.
Key Ideas:
Quick Reminder :
Derivatives help us find rates of change, analyze the behaviour of functions, and solve optimization problems.
The derivative f′(a) is the slope of the tangent line at x=a.
Derivatives help us find rates of change, analyze the behaviour of functions, and solve optimization problems.
Derivative = slope of the tangent line.
The derivative f′(a) is the slope of the tangent line at x=a.
UNIT
1
UNIT
1
Introduction to limits, secant/tangent lines, and instantaneous rates of change.
Introduction to limits, secant/tangent lines, and instantaneous rates of change.
Rates of Change & Limits
Rates of Change & Limits
Derivatives measure instantaneous rate of change, how fast a function is changing at an exact point.
Average rate of change = slope between two points → This leads to the derivative at an exact moment.
Average rate of change = slope between two points.
This leads to the derivative at an exact moment.
Here, the object’s average velocity from t=1 to t=3 is 22 m/s, meaning its position increases on average by 22 metres per second over that interval.
Big Idea:
Take Aways
In Context
Key Ideas:
Here, the object’s average velocity from t=1 to t=3 is 22 m/s, meaning its position increases on average by 22 metres per second over that interval.
Average rate of change = slope between two points → This leads to the derivative at an exact moment.
Derivatives measure instantaneous rate of change, how fast a function is changing at an exact point.
Derivatives measure instantaneous rate of change, how fast a function is changing at an exact point.
Average rate of change = slope between two points → This leads to the derivative at an exact moment.
Average rate of change = slope between two points.
This leads to the derivative at an exact moment.
Here, the object’s average velocity from t=1 to t=3 is 22 m/s, meaning its position increases on average by 22 metres per second over that interval.
Big Idea:
Take Aways
In Context
Key Ideas:
Here, the object’s average velocity from t=1 to t=3 is 22 m/s, meaning its position increases on average by 22 metres per second over that interval.
Average rate of change = slope between two points → This leads to the derivative at an exact moment.
Derivatives measure instantaneous rate of change, how fast a function is changing at an exact point.
Average rate of change = slope between two points.
This leads to the derivative at an exact moment.
Take Aways
In Context
Average rate of change = slope between two points → This leads to the derivative at an exact moment.
Big Idea:
Derivatives measure instantaneous rate of change, how fast a function is changing at an exact point.
Key Ideas:
Here, the object’s average velocity from t=1 to t=3 is 22 m/s, meaning its position increases on average by 22 metres per second over that interval.
Average rate of change = slope between two points.
This leads to the derivative at an exact moment.
Take Aways
In Context
Average rate of change = slope between two points → This leads to the derivative at an exact moment.
Big Idea:
Derivatives measure instantaneous rate of change, how fast a function is changing at an exact point.
Key Ideas:
Here, the object’s average velocity from t=1 to t=3 is 22 m/s, meaning its position increases on average by 22 metres per second over that interval.
Rates of Change & Limits
Introduction to limits, secant/tangent lines, and instantaneous rates of change.
Rates of Change
Exploring instantaneous rate of change and how functions behave at a single point in time.
Instantaneous Rate of Change:
The slope of the tangent line to the function at a specific point.
Instantaneous rate of change at x=ax=ax=a is the slope of the tangent line.
Measures how fast the function’s output is changing at that exact moment.
Rates of Change
Exploring instantaneous rate of change and how functions behave at a single point in time.
Instantaneous Rate of Change:
The slope of the tangent line to the function at a specific point.
Instantaneous rate of change at x=ax=ax=a is the slope of the tangent line.
Measures how fast the function’s output is changing at that exact moment.
Derivatives
Mastering differentiation rules to calculate tangent slopes and model changing systems with precision.
Curved Sketching & Optimization
Using derivatives to identify maxima, minima, and inflection points, and solve real-world optimization problems.
Maximum area of a rectangular enclosure with 100 m of fencing, using one side along a wall.
Curved Sketching & Optimization
Using derivatives to identify maxima, minima, and inflection points, and solve real-world optimization problems.
Maximum area of a rectangular enclosure with 100 m of fencing, using one side along a wall.
Trigonometric & Exponential Functions
Applying calculus to trigonometric and exponential functions in derivatives and rates of change.
Trigonometric & Exponential Functions
Applying calculus to trigonometric and exponential functions in derivatives and rates of change.
Geometric & Cartesian Vectors
Studying vectors in two and three dimensions to describe magnitude and direction in space.
Geometric & Cartesian Vectors
Studying vectors in two and three dimensions to describe magnitude and direction in space.
Lines & Planes
Analyzing lines and planes in three-dimensional space using vector equations and intersections.
Line–Plane: solve for the parameter, then substitute to find the point of intersection.
Line–Line: solve for the parameters to determine whether the lines intersect.
Plane–Plane: find the line of intersection when the planes are not parallel.
Lines & Planes
Analyzing lines and planes in three-dimensional space using vector equations and intersections.
Line–Plane: solve for the parameter, then substitute to find the point of intersection.
Line–Line: solve for the parameters to determine whether the lines intersect.
Plane–Plane: find the line of intersection when the planes are not parallel.
What does the MCV4U course outline cover?
What does the MCV4U course outline cover?
What does the MCV4U course outline cover?
MCV4U Tutoring in Mississauga & Across Canada
MCV4U Tutoring in Mississauga & Across Canada
MCV4U Tutoring in Mississauga & Across Canada
Calculus & Vectors (MCV4U)
Calculus & Vectors (MCV4U)
Build the mathematical foundation required for university engineering programs. Personalized One-on-One tutoring for the Ontario Grade 12 University Preparation Calculus and Vectors (MCV4U) curriculum.
Build the mathematical foundation required for university engineering programs. Personalized One-on-One tutoring for the Ontario Grade 12 University Preparation Calculus and Vectors (MCV4U) curriculum.
Build the mathematical foundation required for university engineering programs. Personalized One-on-One tutoring for the Ontario Grade 12 University Preparation Calculus and Vectors (MCV4U) curriculum.
100% Money-Back Guarantee on your first session.
100% Money-Back Guarantee on your first session.
100% Money-Back Guarantee on your first session.
UNIT
6
UNIT
6
Lines & Planes in 3D
Lines & Planes in 3D
Lines & Planes in 3D
Vector, parametric, and Cartesian equations of lines and planes in 3D space.
Vector, parametric, and Cartesian equations of lines and planes in 3D space.
Vector, parametric, and Cartesian equations of lines and planes in 3D space.
Contact us
Get in touch with our experts team
Where Our Students Go
Where Our Students Go
Where Our Students Go
Coming Soon!
Comprehensive Course Review
Review the major concepts taught throughout your course in one organized resource. The course review breaks challenging topics into smaller, understandable sections and provides clear examples showing how important concepts are applied.
✓ Rates of change
✓ Derivatives
✓ Curved Sketching & Optimization
✓ Trigonometric & Exponential Functions
✓ Geometric & Cartesian Vectors
✓ Lines & Planes
✓ Core course topics and foundational concepts
✓ Clear explanations supported by worked examples
✓ Common mistakes and strategies for avoiding them
✓ Important skills needed for MCV4U
✓ Practice questions organized by course topic
What the Course
Review Includes
Topics Covered
Coming Soon!
Practice Final Exams
Prepare for tests and final assessments with realistic, course-aligned practice exams. Each exam covers the major topics taught throughout the course, with detailed answer explanations that help students understand concepts, apply their knowledge, and learn from mistakes.
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 practice exams
✓ Course-aligned and exam-style questions
✓ Questions from all major MCV4U topics
✓ Detailed step-by-step solution guides
✓ Focused review of mistakes and weaker areas
Coming Soon!
Identify a student’s current strengths, foundational learning gaps, and course-specific areas of difficulty. The diagnostic assessment evaluates understanding across major course topics and provides 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.
Diagnostic Assessment
✓ Identify current course strengths
✓ Detect gaps in foundational science knowledge
✓ Recognize challenging topics and question types
✓ Determine which skills require further practice
✓ Receive recommended next steps for improvement
Why Choose
Fit Minds Academy
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.
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.
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.
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.
Free Resources
Meet Our Tutors
Meet Our Tutors
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.
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
Rami Alzaytavi
B.ENG. Software Engineer
Yacoob Kathrada
Bsc. Biomedical
Maya Al Khowjeh
B.Tech. Civil Engineering
Taha Arafat
Msc. Pharmacology
Jawad Qourshah
B.ENG. Mechanical Engineering
Manish Bahat
M.ENG. Mechanical Engineering
Oubada Al Tarabishi
M.ENG. Electrical Engineering
Ahmad Dawood
MSc. Computer Science
Ahmad Dawood
MSc. Computer Science
Rami Alzaytavi
B.ENG. Software Engineer
Yacoob Kathrada
Bsc. Biomedical
Maya Al Khowjeh
B.Tech. Civil Engineering
Taha Arafat
Msc. Pharmacology
Jawad Qourshah
B.ENG. Mechanical Engineering
Manish Bahat
M.ENG. Mechanical Engineering
Oubada Al Tarabishi
M.ENG. Electrical Engineering
Ahmad Dawood
MSc. Computer Science
Ahmad Dawood
MSc. Computer Science
Rami Alzaytavi
B.ENG. Software Engineer
Yacoob Kathrada
Bsc. Biomedical
Maya Al Khowjeh
B.Tech. Civil Engineering
Taha Arafat
Msc. Pharmacology
Jawad Qourshah
B.ENG. Mechanical Engineering
Manish Bahat
M.ENG. Mechanical Engineering
Oubada Al Tarabishi
M.ENG. Electrical Engineering
Ahmad Dawood
MSc. Computer Science
Ahmad Dawood
MSc. Computer Science
Rami Alzaytavi
B.ENG. Software Engineer
Yacoob Kathrada
Bsc. Biomedical
Maya Al Khowjeh
B.Tech. Civil Engineering
Taha Arafat
Msc. Pharmacology
Jawad Qourshah
B.ENG. Mechanical Engineering
Manish Bahat
M.ENG. Mechanical Engineering
Oubada Al Tarabishi
M.ENG. Electrical Engineering
Ahmad Dawood
MSc. Computer Science
Ahmad Dawood
MSc. Computer Science
Rami Alzaytavi
B.ENG. Software Engineer
Yacoob Kathrada
Bsc. Biomedical
Maya Al Khowjeh
B.Tech. Civil Engineering
Taha Arafat
Msc. Pharmacology
Jawad Qourshah
B.ENG. Mechanical Engineering
Manish Bahat
M.ENG. Mechanical Engineering
Oubada Al Tarabishi
M.ENG. Electrical Engineering
Ahmad Dawood
MSc. Computer Science
Ahmad Dawood
MSc. Computer Science
Rami Alzaytavi
B.ENG. Software Engineer
Yacoob Kathrada
Bsc. Biomedical
Maya Al Khowjeh
B.Tech. Civil Engineering
Taha Arafat
Msc. Pharmacology
Jawad Qourshah
B.ENG. Mechanical Engineering
Manish Bahat
M.ENG. Mechanical Engineering
Oubada Al Tarabishi
M.ENG. Electrical Engineering
Ahmad Dawood
MSc. Computer Science
Ahmad Dawood
MSc. Computer Science
Rami Alzaytavi
B.ENG. Software Engineer
Yacoob Kathrada
Bsc. Biomedical
Maya Al Khowjeh
B.Tech. Civil Engineering
Taha Arafat
Msc. Pharmacology
Jawad Qourshah
B.ENG. Mechanical Engineering
Manish Bahat
M.ENG. Mechanical Engineering
Oubada Al Tarabishi
M.ENG. Electrical Engineering
Ahmad Dawood
MSc. Computer Science
Ahmad Dawood
MSc. Computer Science
Rami Alzaytavi
B.ENG. Software Engineer
Yacoob Kathrada
Bsc. Biomedical
Maya Al Khowjeh
B.Tech. Civil Engineering
Taha Arafat
Msc. Pharmacology
Jawad Qourshah
B.ENG. Mechanical Engineering
Manish Bahat
M.ENG. Mechanical Engineering
Oubada Al Tarabishi
M.ENG. Electrical Engineering
Ahmad Dawood
MSc. Computer Science
Ahmad Dawood
MSc. Computer Science
Flexible Hourly Tutoring
$85
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
$800
Per 10 Hours
$80 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)
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.
Pricing
ComprehensiveCourse Review
Review the major concepts taught throughout your course in one organized resource. The course review breaks challenging topics into smaller, understandable sections and provides clear examples showing how important concepts are applied.
✓ Core course topics and foundational concepts
✓ Clear explanations supported by worked examples
✓ Common mistakes and strategies for avoiding them
✓ Important skills needed for MCV4U
✓ Practice questions organized by course topic
What the Course
Review Includes
Topics Covered
Coming Soon!
✓ Rates of change
✓ Derivatives
✓ Curved Sketching & Optimization
✓ Trigonometric & Exponential Functions
✓ Geometric & Cartesian Vectors
✓ Lines & Planes
Coming Soon!
Practice Final Exams
Prepare for tests and final assessments with realistic, course-aligned practice exams. Each exam covers the major topics taught throughout the course, with detailed answer explanations that help students understand concepts, apply their knowledge, and learn from mistakes.
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 practice exams
✓ Course-aligned and exam-style questions
✓ Questions from all major MCV4U topics
✓ Detailed step-by-step solution guides
✓ Focused review of mistakes and weaker areas
Identify a student’s current strengths, foundational learning gaps, and course-specific areas of difficulty. The diagnostic assessment evaluates understanding across major course topics and provides 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.
Diagnostic Assessment
✓ Identify current course strengths
✓ Detect gaps in foundational science knowledge
✓ Recognize challenging topics and question types
✓ Determine which skills require further practice
✓ Receive recommended next steps for improvement
Coming Soon!
Free Resources
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.
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.
Why Choose
Fit Minds Academy
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.
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.
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.
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
$85
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
$800
Per 10 Hours
$80 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)
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.
Pricing
Here is a quick recap on all the units covered
in Calculus & Vectors
Here is a quick recap on all the units covered
in Calculus & Vectors
Here is a quick recap on all the units covered
in Calculus & Vectors
FAQ
Why Choose
Fit Minds Academy
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.
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.
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.
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.
What is calculus in math?
What is calculus in math?
Do you offer calculus tutoring online?
Do you offer calculus tutoring online?
Do you have MCV4U notes and practice exams?
Do you have MCV4U notes and practice exams?
How do I do my MCV4U exam review?
How do I do my MCV4U exam review?
Do you tutor other math courses too?
Do you tutor other math courses too?
Reviews
Comprehensive Course Review
Review the major concepts taught throughout your course in one organized resource. The course review breaks challenging topics into smaller, understandable sections and provides clear examples showing how important concepts are applied.
✓ Core course topics and foundational concepts
✓ Clear explanations supported by worked examples
✓ Common mistakes and strategies for avoiding them
✓ Important skills needed for MCV4U Practice questions organized by course topic
What the Course
Review Includes
Topics Covered
Coming Soon!
✓ Rates of change
✓ Derivatives
✓ Curved Sketching & Optimization
✓ Trigonometric & Exponential Functions
✓ Geometric & Cartesian Vectors
✓ Lines & Planes
Practice Final Exams
Prepare for tests and final assessments with realistic, course-aligned practice exams. Each exam covers the major topics taught throughout the course, with detailed answer explanations that help students understand concepts, apply their knowledge, and learn from mistakes.
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.
Coming Soon!
✓ Full-length practice exams
✓ Course-aligned and exam-style questions
✓ Questions from all major MCV4U topics
✓ Detailed step-by-step solution guides
✓ Focused review of mistakes and weaker areas
Identify a student’s current strengths, foundational learning gaps, and course-specific areas of difficulty. The diagnostic assessment evaluates understanding across major course topics and provides 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.
Diagnostic Assessment
✓ Identify current course strengths
✓ Detect gaps in foundational science knowledge
✓ Recognize challenging topics and question types
✓ Determine which skills require further practice
✓ Receive recommended next steps for improvement
Coming Soon!
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.
Free Resources
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
Why Choose
Fit Minds Academy
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.
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.
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.
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
$85
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
$800
Per 10 Hours
$80 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)
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.
Pricing
Contact us
Get in touch with our experts team