Канал: David Lepischak

MCV 11-12 I Implicit Differentiation

MCV 11-12 I Implicit Differentiation

9-10 H Intermediate Value Theorem

9-10 H Intermediate Value Theorem

9-10 CD More Limits

9-10 CD More Limits

9-10 G Continuity

9-10 G Continuity

2D 17-18 C - Classifying Quadrilaterals

2D 17-18 C - Classifying Quadrilaterals

2D 17-18 B - Classifying Triangles

2D 17-18 B - Classifying Triangles

2D 17-18 A Circles and Lines

2D 17-18 A Circles and Lines

2D 16 D Circles

2D 16 D Circles

2D 16 B Midpoint of a Line Segment

2D 16 B Midpoint of a Line Segment

2D 16 A Length of a Line Segment

2D 16 A Length of a Line Segment

2D 14-15 C Applications of Sine and Cosine Law

2D 14-15 C Applications of Sine and Cosine Law

2D 14-15 B Cosine Law

2D 14-15 B Cosine Law

2D 14-15 A Sine Law

2D 14-15 A Sine Law

2D 12-13 D Applications of Right Triangles

2D 12-13 D Applications of Right Triangles

2D 12-13 C Solving Right Triangles

2D 12-13 C Solving Right Triangles

2D 12-13 B Primary Trigonometric Ratios

2D 12-13 B Primary Trigonometric Ratios

2D 12-13 A Right Triangles

2D 12-13 A Right Triangles

2D 10-11 E Applications of Similar Triangles

2D 10-11 E Applications of Similar Triangles

2D 10-11 D Similar Triangles part2

2D 10-11 D Similar Triangles part2

2D 10-11 D Similar Triangles part1

2D 10-11 D Similar Triangles part1

2D 10-11 B Congruent Triangles

2D 10-11 B Congruent Triangles

2D 10-11 A Review of Geometric Properties

2D 10-11 A Review of Geometric Properties

2D 8-9 B Transformations of Quadratics

2D 8-9 B Transformations of Quadratics

2D 8-9 F Quadratic Models 3

2D 8-9 F Quadratic Models 3

2D 8-9 F Quadratic Models 2

2D 8-9 F Quadratic Models 2

2D 8-9 F Quadratic Models 1

2D 8-9 F Quadratic Models 1

2D 8-9 E Quadratic Formula

2D 8-9 E Quadratic Formula

2D 8-9 D Building a Quadratic from a Description

2D 8-9 D Building a Quadratic from a Description

2D 8-9 C Completing the Square

2D 8-9 C Completing the Square

2D 8-9 A Graphing Standard Form Quadratics

2D 8-9 A Graphing Standard Form Quadratics

2D 6-7 DH Solving Quadratic Equations

2D 6-7 DH Solving Quadratic Equations

2D 6-7 G Factoring Multiple Strategies

2D 6-7 G Factoring Multiple Strategies

2D 6-7 F Factoring Complex Trinomials

2D 6-7 F Factoring Complex Trinomials

2D 6-7 E Factoring Special Forms

2D 6-7 E Factoring Special Forms

2D 6-7 C Factoring Simple Trinomials

2D 6-7 C Factoring Simple Trinomials

2D 6-7 B Common Factoring

2D 6-7 B Common Factoring

2D 6-7 A Polynomial Arithmetic

2D 6-7 A Polynomial Arithmetic

2D 4-5 D Introduction to Quadratics Part 2

2D 4-5 D Introduction to Quadratics Part 2

2D 4-5 D Introduction to Quadratics Part 1

2D 4-5 D Introduction to Quadratics Part 1

2D 4-5 AB Powers and Exponential Expressions I

2D 4-5 AB Powers and Exponential Expressions I

2D 4-5 AB Zero and Negative Exponents

2D 4-5 AB Zero and Negative Exponents

MPM2D 2-3 F Modelling with Linear Systems part 2

MPM2D 2-3 F Modelling with Linear Systems part 2

MPM2D 2-3 F Modelling with Linear Systems part 1

MPM2D 2-3 F Modelling with Linear Systems part 1

MPM2D 2 3 E Solving by Elimination

MPM2D 2 3 E Solving by Elimination

MPM2D 2-3 C Solving by Substitution

MPM2D 2-3 C Solving by Substitution

MPM2D 2-3 A Solving by Graphing

MPM2D 2-3 A Solving by Graphing

MPM2D 2-3 B Number of Solutions to a Linear System

MPM2D 2-3 B Number of Solutions to a Linear System

MPM2D 1 E Equations of Parallel and Perpendicular Lines

MPM2D 1 E Equations of Parallel and Perpendicular Lines

MPM2D 1 C Writing Equations

MPM2D 1 C Writing Equations

MPM2D 1 B Rearranging Equations

MPM2D 1 B Rearranging Equations

MPM2D Unit 1 A-Slope

MPM2D Unit 1 A-Slope

25-26 G Volume of a Solid of Revolution - washer

25-26 G Volume of a Solid of Revolution - washer

25-26 F Volume of a Solid of Revolution - Disc

25-26 F Volume of a Solid of Revolution - Disc

15-16 F Minimizing Cost Box Example

15-16 F Minimizing Cost Box Example

15-16 E Optimization Box Example

15-16 E Optimization Box Example

MCV 3-4 F Parallelpiped

MCV 3-4 F Parallelpiped

MTH1W 13C Expand and Simplify

MTH1W 13C Expand and Simplify

MTH1W 13B Add Subtact Polynomials

MTH1W 13B Add Subtact Polynomials

MTH1W 12-13 E Point of Intersection

MTH1W 12-13 E Point of Intersection

NA 10 -11 B Expand and Simplify

NA 10 -11 B Expand and Simplify

10-11 DE Scatter Plots Line of Best Fit

10-11 DE Scatter Plots Line of Best Fit

MCVAP 25-26 H Cross Sections of Solids

MCVAP 25-26 H Cross Sections of Solids

Getting to MS Teams

Getting to MS Teams

MDM 7-8 D Margin of Error and Confidence

MDM 7-8 D Margin of Error and Confidence

MDM 3-4 B Normal Distribution

MDM 3-4 B Normal Distribution

MDM 3-4 A Introduction to Normal Distribution

MDM 3-4 A Introduction to Normal Distribution

MDM 1-2 D Quartiles and Percentiles with Grouped Data

MDM 1-2 D Quartiles and Percentiles with Grouped Data

1-2 D Quartiles and Percentiles

1-2 D Quartiles and Percentiles

MDM 1-2 C Central Tendency

MDM 1-2 C Central Tendency

MDM 1-2 B Distributions

MDM 1-2 B Distributions

MDM 1-2 A Intro to Graphs

MDM 1-2 A Intro to Graphs

MDM 1-2 A Intro to Data

MDM 1-2 A Intro to Data

15-16 E Optimization Box Example

15-16 E Optimization Box Example

MDM 16-17 D Normal Approximation to Binomial Distribution

MDM 16-17 D Normal Approximation to Binomial Distribution

MDM 16-17 C Probability Using the Normal Distribution

MDM 16-17 C Probability Using the Normal Distribution

21-22 D Sums, Areas, Definite Integral

21-22 D Sums, Areas, Definite Integral

MDM 3-4 E Regression Graphing

MDM 3-4 E Regression Graphing

MDM 3-4 E Regression 2

MDM 3-4 E Regression 2

MDM 3-4 E Regression 1

MDM 3-4 E Regression 1

MDM 3-4 D Making Scatter Plots

MDM 3-4 D Making Scatter Plots

MDM 3 4 D Scatter Plots and Correlation 1

MDM 3 4 D Scatter Plots and Correlation 1

MDM 3 4 D Scatter Plots and Correlation 2

MDM 3 4 D Scatter Plots and Correlation 2

MCV 6-7 E #9

MCV 6-7 E #9

3-4 D Cross Product Example

3-4 D Cross Product Example

3-4 D The Cross Product

3-4 D The Cross Product

3-4 C The Dot Product

3-4 C The Dot Product

1 2 E Adding Three Vectors Components

1 2 E Adding Three Vectors Components

U0 B Course Organization

U0 B Course Organization

U0 Start Here

U0 Start Here

U0 A Accessing Course Content

U0 A Accessing Course Content

13-14 J Tangent Line Approximation

13-14 J Tangent Line Approximation

11-12 I Implicit Differentiation

11-12 I Implicit Differentiation

17 18 F Logarithmic Differentiation II

17 18 F Logarithmic Differentiation II

17 18 F Logarithmic Differentiation

17 18 F Logarithmic Differentiation

16 E Related Rates Ex 4

16 E Related Rates Ex 4

16 E Related Rates Ex 1

16 E Related Rates Ex 1

16 E Related Rates Ex 3

16 E Related Rates Ex 3

16 E Related Rates Ex 2

16 E Related Rates Ex 2

MCV4U U3A4 help

MCV4U U3A4 help

Submitting Handwritten Work

Submitting Handwritten Work

U4 A1 Curve fitting with Desmos

U4 A1 Curve fitting with Desmos

MCV U3A4 lesson

MCV U3A4 lesson

3-4 F Triple Products 1

3-4 F Triple Products 1

27 28 E Mixing Problems

27 28 E Mixing Problems

27 28 D Motion Problems

27 28 D Motion Problems

27 28 B Growth and Decay Problems

27 28 B Growth and Decay Problems

27 28 A Separation of Variables

27 28 A Separation of Variables

23 - 24 B Fundamental Theorem of Calculus Part II

23 - 24 B Fundamental Theorem of Calculus Part II

23-24 A Fundamental Theorem of Calculus Part I - Examples

23-24 A Fundamental Theorem of Calculus Part I - Examples

23 24 A Fundamental Theorem of Calculus Part I

23 24 A Fundamental Theorem of Calculus Part I

Help with 3-4 G Assignment

Help with 3-4 G Assignment

3-4 E Non-Linear Regression

3-4 E Non-Linear Regression

MDM4U course intro

MDM4U course intro

Level 5

Level 5

MDM 14 15 B6

MDM 14 15 B6

MDM 16 17 E Significance Levels

MDM 16 17 E Significance Levels

HIstogram help

HIstogram help

MDM 4U 1-2 A Histogram in Sheets

MDM 4U 1-2 A Histogram in Sheets

MDM4U Statistics Introduction

MDM4U Statistics Introduction

1-2 D Components of Vectors - 1

1-2 D Components of Vectors - 1

1-2 E Adding Vectors Using Components

1-2 E Adding Vectors Using Components

Counting Candies Sequel Act3

Counting Candies Sequel Act3

01 Counting Candies Sequel Act 2

01 Counting Candies Sequel Act 2

01 Counting Candies Sequel Act1

01 Counting Candies Sequel Act1

Counting Candies Act3

Counting Candies Act3

Counting Candies Act2

Counting Candies Act2

Counting Candies Act1

Counting Candies Act1

Shower vs Bath Act 1

Shower vs Bath Act 1

Bath vs Shower Act 2 Part 1

Bath vs Shower Act 2 Part 1

Bath vs Shower Act 2 Part 2

Bath vs Shower Act 2 Part 2

13-14 F - Second Derivative Test Example

13-14 F - Second Derivative Test Example

19 D Applications IV Optimization 2

19 D Applications IV Optimization 2

19 D Applications II Local Max and Min

19 D Applications II Local Max and Min

19 D Applications I Equation of Tangent

19 D Applications I Equation of Tangent

19 D Applications III Optimization 1

19 D Applications III Optimization 1

19 D applications - old

19 D applications - old

19 C Derivatives of Other Trig Functions

19 C Derivatives of Other Trig Functions

19 B Derivatives of Sine and Cosine

19 B Derivatives of Sine and Cosine

17 18 E Graphing Exponential and Logarithmic Functions 2

17 18 E Graphing Exponential and Logarithmic Functions 2

17 18 E Graphing Exponential and Logarithmic Functions 1

17 18 E Graphing Exponential and Logarithmic Functions 1

17 18 D Derivatives of Other Exponential and Logarithmic Functions

17 18 D Derivatives of Other Exponential and Logarithmic Functions

17 18 A Introduction to e

17 18 A Introduction to e

17 18 C Derivatives of the Natural Logarithm

17 18 C Derivatives of the Natural Logarithm

17 18 B Derivative of Exponential Functions

17 18 B Derivative of Exponential Functions

15-16 D Introduction to Optimization

15-16 D Introduction to Optimization

15-16 F Minimizing Costs Example 2

15-16 F Minimizing Costs Example 2

15-16 C Rates and Optimal Values in Business and Economics

15-16 C Rates and Optimal Values in Business and Economics

13-14 E Concavity and Points of Inflection

13-14 E Concavity and Points of Inflection

15-16 E Optimization Example 4

15-16 E Optimization Example 4

15-16 E Optimization Example 1

15-16 E Optimization Example 1

13-14 F The Second Derivative Test

13-14 F The Second Derivative Test

15-16 F Minimizing Costs - Example 1

15-16 F Minimizing Costs - Example 1

13-14 D Asymptotes and Intervals of Increase and Decrease

13-14 D Asymptotes and Intervals of Increase and Decrease

15-16 E Optimization Example 3

15-16 E Optimization Example 3

15-16 E Optimization - Example 2

15-16 E Optimization - Example 2

13-14 H Graphing Rational Functions - Example 2

13-14 H Graphing Rational Functions - Example 2

13-14 H Graphing Rational Functions

13-14 H Graphing Rational Functions

13-14 G Graphing Polynomial Functions

13-14 G Graphing Polynomial Functions

13 14 C The First Derivative Test

13 14 C The First Derivative Test

13-14 B Maximum and Minimum Values

13-14 B Maximum and Minimum Values

13 14 A Intervals of Increase and Decrease

13 14 A Intervals of Increase and Decrease

11-12 G Combining the Chain Rule with Itself

11-12 G Combining the Chain Rule with Itself

11-12 G Chain rule with Product and Quotient Rule

11-12 G Chain rule with Product and Quotient Rule

11-12 F Chain Rule examples

11-12 F Chain Rule examples

11-12 F Chain Rule

11-12 F Chain Rule

11-12 Preview Complex Factoring

11-12 Preview Complex Factoring

11-12 E Composition of Functions

11-12 E Composition of Functions

11-12 D Quotient Rule

11-12 D Quotient Rule

11-12 C Product Rule

11-12 C Product Rule

15-16 B Higher Derivatives and Acceleration

15-16 B Higher Derivatives and Acceleration

15-16 A Polynomial Models of Position and Velocity

15-16 A Polynomial Models of Position and Velocity

11-12 A Derivatives of Polynomial Functions

11-12 A Derivatives of Polynomial Functions

11-12 B Problem Solving with Tangents - example

11-12 B Problem Solving with Tangents - example

11-12 A Derivatives of Polynomial Functions - examples

11-12 A Derivatives of Polynomial Functions - examples

9 10 F The Derivative

9 10 F The Derivative

9 10 E Infinite Limits 1 vertical asymptotes

9 10 E Infinite Limits 1 vertical asymptotes

9 10 E Infinite Limits 3 horizontal asymptotes

9 10 E Infinite Limits 3 horizontal asymptotes

9 10 E Infinite Limits 2 end behaviour

9 10 E Infinite Limits 2 end behaviour

9 10 D Evaluating Limits Algebraically

9 10 D Evaluating Limits Algebraically

9 10 C Limits

9 10 C Limits

9 10 A Rates of Change

9 10 A Rates of Change

9 10 B The Tangent Problem

9 10 B The Tangent Problem

9 10 Calculus Introduction

9 10 Calculus Introduction

MDM4U 1-2 C Mean, Median Mode with Excel

MDM4U 1-2 C Mean, Median Mode with Excel

MDM4U 1-2 A Import and Bar Graph

MDM4U 1-2 A Import and Bar Graph

MDM4U 1-2 A Bar and Line Graph

MDM4U 1-2 A Bar and Line Graph

MDM4U 1-2 A Histogram (in Excel)

MDM4U 1-2 A Histogram (in Excel)

MDM4U 10-11 A Conducting Simulations

MDM4U 10-11 A Conducting Simulations

MDM4U 1-2 A Frequency Table

MDM4U 1-2 A Frequency Table

MDM4U 1-2 A Sorting and Filtering

MDM4U 1-2 A Sorting and Filtering

MDM4U 14-15 B6 problem

MDM4U 14-15 B6 problem

MDM4U What is this course about

MDM4U What is this course about

MDM 4U eLearning course mechanics

MDM 4U eLearning course mechanics

MDM4U eLearning Introduction 1

MDM4U eLearning Introduction 1

MDM 3-4 B Applications of Normal Distribution

MDM 3-4 B Applications of Normal Distribution

MDM 3-4 B Applications of Normal Distribution examples

MDM 3-4 B Applications of Normal Distribution examples

MDM 3-4 A Normal Distribution

MDM 3-4 A Normal Distribution

MDM4U 7-8 B and C Misrepresenting Data and the Media

MDM4U 7-8 B and C Misrepresenting Data and the Media

MDM4U 1-2 E Variance Standard Deviation Grouped Data

MDM4U 1-2 E Variance Standard Deviation Grouped Data

MDM4U 1-2 D Quartiles and Percentiles Grouped Data

MDM4U 1-2 D Quartiles and Percentiles Grouped Data