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MCV4U | Summer 2025 | Jonathan Feldman | Synchronous
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General
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Course Introduction
Course Outline 2025 -- Summary
Course Outline -- Additional
MCV4U Textbook
Summer 2025 Lecture Records
Jun 17
Jun 19
Jun 24
Jun 26
Unit 1: Introduction to Limits and Derivatives
First Day Paragraph
Unit 1: Overview and Videos
Note: Radicalizing Expressions
Note: Tangent Lines
Note: Rates of Change
Note: Limits
Note: Continuity
Desmos Activity: Limits and Continuity
PDF: Derivatives at a Point
PDF: Derivatives from First Principles -- templates
PDF: More Derivatives from First Principles
Note: Existence of Derivatives
Summative Assignment #1
Unit 2: Taking Derivatives
Video Lesson and Exercises: Derivatives
Note: Derivative Rules for Polynomials
PDF: Product Rules, Quotient Rule from First Principles
PDF: Derivative Examples
Note: Equation of Tangent Line, Horizontal Tangents Examples
PDF: Product Rule with Chain Rule
Note: Product Rule with Chain Rule Examples
PDF: Quotient Rule Examples
Note: Making a Substitution
PDF: Derivative with a Substitution, 3 ways
Note: Higher Order Derivatives
PDF: Higher Order Derivatives, 3 Examples
PDF: Finding Extreme Values on an Interval
Summative Assignment #2
Unit 3: Optimization Problems, Implicit Differentiation
Video Lesson and Exercises: Optimization
PDF: Optimization Problems, Part 1
PDF: Opmimization Problems Part 2: Business Applications
PDF: Optimization Problems, Part 3
PDF: Implicit Differentiation
PDF: Implicit Differentiation Applications
PDF Related Rates
Summative Assignment: Unit 3
Unit 4: Curve Sketching
Unit 5: Derivatives of Exponential and Trigonometric Functions (time permitting)
Unit 6: Introduction to Vectors
Unit 7: Applications of Vectors
Unit 8: Equations of Lines and Planes
Final Evaluation
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MCV4U | Summer 2025 | Jonathan Feldman | Synchronous
Manager:
Nate Dogan
Manager:
Kadircan Erkut
Manager:
Semanur Kocer
Manager:
Berrin Koksal
Manager:
Kaan Ünlü
Manager:
Kerem Ünlü
Skill Level
:
Beginner
