Course Description

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Cover Every Course Topic: This channel supports college level Introductory Calculus for Life Science 4-year programs as a tutorial companion or general refresh. It contains custom library of recorded video tutorials designed to help students achieve success. Each topic includes a concept overview and step-by-step examples, covering of every topic in standard US and Canadian college curriculum.

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Course curriculum

  • 1

    Basic Limit Laws

  • 2

    Limits & Continuity

    • Limits & Continuity _ Overview (pt 1)

    • Limits & Continuity _ Overview (pt 2)

    • Limits & Continuity _ Overview (pt 3)

    • Limits & Continuity _ Example 1

    • Limits & Continuity _ Example 2

    • Limits & Continuity _ Example 3

    • Limits & Continuity _ Example 4
  • 3

    Evaluating Limits Algebraically

    • Evaluating Limits Algebraically | Overview (pt 1)

    • Evaluating Limits Algebraically | Overview (pt 2)

    • Evaluating Limits Algebraically| Example 1

    • Evaluating Limits Algebraically | Example 2

    • Evaluating Limits Algebraically | Example 3
  • 4

    Trigonometric Limits

    • Trigonometric Limits | Overview

    • Trigonometric Limits | Example 1

    • Trigonometric Limits | Example 2

    • Trigonometric Limits | Example 3
  • 5

    Limits at Infinity

    • Limits at Infinity | Overview (pt 1)

    • Limits at Infinity | Overview (pt 2)

    • Limits at Infinity | Overview (pt 3)

    • Limits at Infinity | Example 1

    • Limits at Infinity | Example 2

    • Limits at Infinity | Example 3
  • 6

    Intermediate Value Theorem

    • Intermediate Value Theorem| Overview (pt 1)

    • Intermediate Value Theorem | Overview (pt 2)

    • Intermediate Value Theorem | Example 1

    • Intermediate Value Theorem | Example 2

    • Intermediate Value Theorem | Example 3
  • 7

    Definition of the Derivative

    • Definition of the Derivative | Overview (pt 1)

    • Definition of the Derivative | Overview (pt 2)

    • Definition of the Derivative | Example 1

    • Definition of the Derivative | Example 2

    • Definition of the Derivative | Example 3
  • 8

    Product & Quotient Rules

    • Product & Quotient Rules | Overview (pt 1)

    • Product & Quotient Rules | Overview (pt 2)

    • Product & Quotient Rules | Example 1

    • Product & Quotient Rules | Example 2

    • Product & Quotient Rules | Example 3
  • 9

    Higher Derivatives

    • Higher Derivatives | Overview (pt 1)

    • Higher Derivatives | Overview (pt 2)

    • Higher Derivatives| Example 1

    • Higher Derivatives | Example 2

    • Higher Derivatives | Example 3
  • 10

    Trigonometric Functions

    • Trigonometric Functions | Example 3

    • Trigonometric Functions | Overview

    • Trigonometric Functions | Example 1

    • Trigonometric Functions | Example 2
  • 11

    Chain Rule

    • Chain Rule | Overview (pt 1)

    • Chain Rule | Overview (pt 2)

    • Chain Rule | Example 1

    • Chain Rule | Example 2

    • Chain Rule | Example 3
  • 12

    Implicit Differentiation

    • Implicit Differentiation | Overview (pt 1)

    • Implicit Differentiation | Overview (pt 2)

    • Implicit Differentiation | Example 2

    • Implicit Differentiation | Example 3

    • Implicit Differentiation | Example 1
  • 13

    Related Rates

    • Related Rates | Overview (pt 1)

    • Related Rates | Overview (pt 2)

    • Related Rates | Example 1

    • Related Rates | Example 2
  • 14

    Linear Approximation

    • Linear Approximation | Example 3

    • Linear Approximation | Overview (pt 1)

    • Linear Approximation | Overview (pt 2)

    • Linear Approximation | Overview (pt 3)

    • Linear Approximation | Example 1

    • Linear Approximation | Example 2
  • 15

    Extreme Values

    • Extreme Values | Example 2

    • Extreme Values| Example 3

    • Extreme Values | Overivew (pt 1)

    • Extreme Values | Overivew (pt 2)

    • Extreme Values | Overivew (pt 3)

    • Extreme Values | Example 1
  • 16

    Mean Value Theorem

    • Mean Value Theorem | Overview (pt 1)

    • Mean Value Theorem | Overview (pt 2)

    • Mean Value Theorem | Overview (pt 3)

    • Mean Value Theorem | Overview (pt 4)

    • Mean Value Theorem | Example 1

    • Mean Value Theorem | Example 2

    • Mean Value Theorem | Example 3
  • 17

    The Shape of a Graph

    • The Shape of a Graph | Example 2

    • The Shape of a Graph | Overview (pt 1)

    • The Shape of a Graph | Overview (pt 2)

    • The Shape of a Graph | Overview (pt 3)

    • The Shape of a Graph | Example 1
  • 18

    Graph Sketching & Asymptotes

    • Graph Sketching & Asymptotes | Overview (pt 1)

    • Graph Sketching & Asymptotes | Overview (pt 2)

    • Graph Sketching & Asymptotes | Example 1

    • Graph Sketching & Asymptotes | Example 2
  • 19

    Optimization

    • Optimization | Overview (pt 1)

    • Optimization | Overview (pt 2)

    • Optimization | Example 1

    • Optimization | Example 2
  • 20

    Newton's Method

    • Newton's Method | Overview

    • Newton's Method | Example
  • 21

    Area

    • Area | Overview (pt 1)

    • Area | Overview (pt 2)

    • Area | Example 1

    • Area | Example 2

    • Area | Example 3
  • 22

    The Definite Integral

    • The Definite Integral | Overview (pt 1)

    • The Definite Integral | Overview (pt 2)

    • The Definite Integral | Overview (pt 3)

    • The Definite Integral | Example 1

    • The Definite Integral | Example 2

    • The Definite Integral | Example 3
  • 23

    Antiderivatives

    • Antiderivatives - The Indefinite Integral | Overview (pt 1)

    • Antiderivatives - The Indefinite Integral | Overview (pt 2)

    • Antiderivatives - The Indefinite Integral | Example 1

    • Antiderivatives - The Indefinite Integral | Example 3

    • Antiderivatives - The Indefinite Integral | Example 2
  • 24

    The Fundamental Theorem of Calculus 1

    • The Fundamental Theorem of Calculus 1 | Overview

    • The Fundamental Theorem of Calculus 1 | Example 1

    • The Fundamental Theorem of Calculus 1 | Example 2

    • The Fundamental Theorem of Calculus 1| Example 3
  • 25

    Fundamental Theorem Of Calculus 2

    • The Fundamental Theorem of Calculus 2| Overview

    • The Fundamental Theorem of Calculus 2 | Example 1

    • The Fundamental Theorem of Calculus 2 | Example 2

    • The Fundamental Theorem of Calculus 2 | Example 3
  • 26

    The Substitution Method

    • The Substitution Method | Overview (pt 1)

    • The Substitution Method | Overview (pt 2)

    • The Substitution Method | Example 1

    • The Substitution Method | Example 2

    • The Substitution Method | Example 3
  • 27

    Area Between Curves

    • Area Between Curves | Overview (pt 1)

    • Area Between Curves | Overview (pt 2)

    • Area Between Curves | Overview (pt 3)

    • Area Between Curves | Example 1

    • Area Between Curves | Example 2

    • Area Between Curves | Example 3
  • 28

    Average Value

    • Average Value | Overivew

    • Average Value | Example 1

    • Average Value | Example 2
  • 29

    Cylindrical Shells

    • Cylindrical Shells | Overview (pt 1)

    • Cylindrical Shells | Overview (pt 2)

    • Cylindrical Shells | Example 1

    • Cylindrical Shells | Example 2
  • 30

    Volumes of Revolution

    • Volumes of Revolution | Overview (pt 1)

    • Volumes of Revolution | Overview (pt 2)

    • Volumes of Revolution | Example 1

    • Volumes of Revolution | Example 2

    • Volumes of Revolution | Example 3
  • 31

    The Derivative as a Function

    • The Derivative as a Function | Overview (pt 1)

    • The Derivative as a Function | Overview (pt 2)

    • The Derivative as a Function | Example 1