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Inverse Hyperbolic Functions0:06:37

Inverse Hyperbolic Functions Applied to Integration

Derivatives and Integrals0:12:22

Derivatives and Integrals of Hyperbolic Functions

Proving Identities with0:07:00

Proving Identities with Hyperbolic Functions

Introduction to Hyperbolic0:12:03

Introduction to Hyperbolic Functions

Try It! Epic0:05:27

Try It! Epic U-Substitution Integral

Try It! Pro-Level0:05:53

Try It! Pro-Level U-Substitution

U-Substitution at its0:06:07

U-Substitution at its Finest: Natural Log and e^x

Logarithmic Differentiation: Two0:06:21

Logarithmic Differentiation: Two Mildly Challenging Examples

Finding the Derivative0:04:57

Finding the Derivative of x^(2x) by Logarithmic Differentiation AND Stacking

Calculus 1 Review0:05:29

Calculus 1 Review of Exponential and Logarithmic Derivatives and Integrals

Five Examples Using0:09:44

Five Examples Using Part I of the Fundamental Theorem of Calculus

Two Examples of0:05:35

Two Examples of Part II of the Fundamental Theorem of Calculus (F.T.C. II)

The Fundamental Theorem0:04:42

The Fundamental Theorem of Calculus, Part II

The Fundamental Theorem0:06:48

The Fundamental Theorem of Calculus, Part I

The Area Function0:06:30

The Area Function Defined Using Integrals

Displacement from a0:08:05

Displacement from a Velocity Graph

Useful Facts Involving0:08:13

Useful Facts Involving Riemann Sums

Introduction to Sigma0:06:55

Introduction to Sigma (Summation) Notation

Right and Left0:07:56

Right and Left Riemann Sums (n=4) for Area Under a Parabola

Using Riemann Sums0:08:41

Using Riemann Sums (Right, Left, and Midpoint) to Approximate Area Under the Curve

Using Rectangles to0:13:15

Using Rectangles to Approximate the Area Under a Curve: An Introduction

Finding the Position0:05:42

Finding the Position When Given Acceleration and Initial Conditions

An Introductory Initial0:04:18

An Introductory Initial Value Problem

More Introductory Integrals0:10:02

More Introductory Integrals