Calculus Integration Insanity With The Math Sorcerer

****250+ Videos**** This is the ULTIMATE Integration Course!!

What you'll learn

How to Integrate using Techniques Taught in Calculus 1

How to Integrate using Techniques Taught in Calculus 2

How to Integrate using Integration by Parts

How to Integrate using u-substitution

How to Integrate Basic Trigonometric Functions

How to Integrate using Tabular Integration

How to Integrate Triognometric Integrals involving Powers of Sine and Cosine

How to Integrate Trigonometric Integrals involving Powers of Secant and Tangent

How to Use Trigonometric Substitution to Integrate

How to Integrate with Bases other than e

How to Integrate using the Power Rule

How to Integrate with Partial Fractions

How to Integrate Hyperbolic Functions

How to Evaluate Definite Integrals

How to Compute Integrals that Lead to the Inverse Trigonometric Functions

How to Compute Integrals Involving e^x

How to Compute Integrals with Formulas involving the Integral of 1/x

How to Compute Integrals using Various Trigonometric Identities

How to Integrate using Various Techniques

Requirements

Knowledge of Differential Calculus (You will Need to Know What a Derivative is)

Description

This is literally the ULTIMATE Course on Integration!!The most important requirement is that you know what a derivative is. If you know that then you can jump into this course as it starts from the very basics of integration.Basically just,1) Watch the videos, and try to follow along with a pencil and paper, take notes! 2) Try to do the problems before I do them(if you can!)3) Repeat!Integration is an absolutely beautiful subject. I hope you enjoy watching these videos and working through these problems as much as I have:)Note this course has lots of very short videos. If you are trying to learn math then this format can be good because you don't have to spend tons of time on the course every day. Even if you can only spend time doing 1 video a day, that is honestly better than not doing any mathematics. You can learn a lot and because there are so many videos you could do 1 video a day for a very long time. Remember that math can be challenging and time consuming, so if you just do a little bit every day it can make your journey much more enjoyable. I hope you enjoy this course and learn lots of mathematics.

Overview

Section 1: Level 1: [New Concept] Basic Integration

Lecture 1 The Theory Behind Integration (Requires Knowledge of Derivatives)

Lecture 2 The Basic Integration Rules

Lecture 3 Formulas for the Integrals of Trigonometric Functions

Lecture 4 Example 1

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Section 2: Level 2: [Practice Problems] Let's Do These Fun Integrals:)

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Section 3: Level 3: [New Concept] Integration by Substitution

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Section 4: Level 4: [Practice Problems] A little harder this time:)

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Section 5: Level 5: [New Concept] Formulas for 1/x, sec(x), csc(x), tan(x), cot(x)

Lecture 44 Introduction to the Formulas Needed

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Section 6: Level 6: [Practice Problems] Even More Problems!

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Section 7: Level 7: [New Concept] The Integral of e^x is e^x, let's do this!

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Section 8: Level 8: [Practice Problems] Yes More Integrals:)

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Section 9: Level 9: [New Concept] Integral of a^x

Lecture 81 Formulas

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Section 10: Level 10: [New Concept] Integrals Involving Arcsine and Arctangent

Lecture 87 Formulas

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Section 11: Level 11: [Practice Problems] Practice You Skills:)

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Section 12: Level 12: [New Concept] Hyperbolic Functions

Lecture 108 Formulas

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Section 13: Level 13: [Practice Problems] Sharpen your skills:)

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Section 14: Level 14: [New Concept] Integration by Parts

Lecture 124 Formula

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Section 15: Level 15: [Practice Problems] Become a Master!

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Section 16: Level 16: [New Concept] Tabular Integration

Lecture 144 Formulas

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Section 17: Level 17: [Practice Problems] ***Challenge Level***

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Section 18: [New Concept] Powers of Sine and Cosine

Lecture 160 Formulas

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Section 19: Level 18: [Practice Problems] More Integrals:)

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Section 20: Level 20: [New Concept] Powers of Secant and Tangent

Lecture 176 Formulas

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Section 21: Level 21: [Practice Problems] Yes, even more Integrals:)

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Section 22: Level 22: [New Concept] Trigonometric Substitution

Lecture 197 Formulas

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Section 23: Level 23: [New Concept] Integration with Partial Fractions

Lecture 203 Partial Fraction Setup Review

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Section 24: Level 24: [New Concept] Definite Integrals

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Section 25: Level 25: [Practice Problems] The Final Stretch:)

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Anyone Taking Calculus 1,Anyone Taking Calculus 2,Anyone Who Wants to Learn How to Integrate,Anyone Who Wants to Refresh Their Integration Skills