Learning Calculus Limits, Derivatives & Integrals Simplified

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Free Download Calculus Limits, Derivatives & Integrals Simplified
Published 1/2026
Created by Brandon R Hurdt
MP4 | Video: h264, 1920x1080 | Audio: AAC, 44.1 KHz, 2 Ch
Level: All | Genre: eLearning | Language: English | Duration: 68 Lectures ( 1h 28m ) | Size: 233 MB

Build a strong intuition in limits, derivatives, and integrals.
What you'll learn
trigonometry (basic and extended)
Cartesian and Polar Coordinates
inverse functions
unit circle
composition of functions
Basics of functions
basic graph transformations
Limits
Limit Laws
Derivatives
Product Rule
Quotient Rule
Chain Rule
Limits at Infinity
First Derivative test
Second Derivative test
The Fundamental Theorem of Calculus
Integrals
Anti-Derivatives
Requirements
Algebra
basic knowledge of Cartesian Coordinate graph
Description
Calculus is one of the most powerful tools in mathematics, yet for many students, it feels intimidating, abstract, and overwhelming. This course is designed to change that.Whether you're preparing for college calculus, taking AP Calculus in high school, or revisiting the subject for your career in science, engineering, or data, this course will help you build deep intuition and lasting confidence in calculus.Instead of just memorizing formulas, you'll learn the why behind the math with clear explanations, step-by-step problem-solving, and plenty of examples to make concepts stick.By the end, you won't just "get through" calculus. you'll master it.By enrolling, you will:Understand limits and how they represent calculus.Learn to compute derivatives of polynomial, trigonometric, exponential, and logarithmic functions.Master the basic techniques of integration.Apply the Fundamental Theorem of Calculus with confidence.This course is designed for:High school students preparing for AP Calculus AB/BC or equivalent.University students taking first-year calculus in STEM fields.Adult learners who want to refresh their math knowledge for personal or professional growth.Professionals in data, finance, science, or engineering who need calculus as a practical tool.If you've ever felt stuck, anxious, or frustrated by calculus, this course is for you!Why This Course WorksMany calculus courses begin by jumping straight into formulas and heavy notation. That approach leaves students feeling lost.This course is different:Step-by-Step Walkthrough: Complex problems are broken down into manageable steps.Practice That Matters: Exercises reinforce key skills, so you don't just watch - you learn.Accessible to All Learners: Lessons are concise, clear, and designed with beginners in mind.Course StructureThe course is organized into modules that build naturally from one concept to the next:1. Transitioning to Calculus1.1 Review TrigonometryExample 1Example 2Example 31.2 Polar/Cartesian CoordinatesExample 1Example 2Example 31.3 Introduction to the Unit Circle1.4 Double Angle and Half-Angle Formulas1.5 Finding the Inverse of a FunctionExample 1Example 2Example 31.6 Composition of FunctionsExample 1Example 2Example 32. Functions and Limits2.1 What Is a Function?2.2 Mechanics of a Function2.3 Function Tests2.4 Graph Transformations2.5 Introducing LimitsExample 1Example 2Example 32.6 Limit LawsExample 1Example 2Example 33. Derivatives and Infinite Limits3.1 What is a Derivative?Example 1Example 2Example 33.2 The Basic Derivatives Page3.3 The Product & The Quotient RuleExample 1Example 2Example 3Example 43.4 The Chain RuleExample 1Example 2Example 33.5 Limits at InfinityExample 1Example 2Example 34. Derivative Tests and Integrals4.1 The First Derivative TestExample 1Example 2Example 34.2 The Second Derivative TestExample 1Example 2Example 34.3 The Fundamental Theorem of Calculus4.4 The Common Integrals PageExample 1Example 2Example 34.5 Integrals and Anti-DerivativesExample 1Example 2Example 3After years of teaching and mentoring students, I've designed this course to give you the same clarity and confidence without the frustration. My teaching style is friendly, supportive, and focused on genuine understanding, rather than rote memorization.I believe anyone can learn calculus with the right guidance. I am eager to share this journey with you.Why Take This Course? By enrolling today, you'll:Gain a solid foundation in calculus for exams, university, or professional work.Learn from lessons built to simplify complexity.Develop confidence in solving calculus problems on your own.Finally, enjoy math and see its beauty in action.Don't let calculus intimidate you. Join today and discover how simple, intuitive, and powerful it can be. Enroll now and start understanding calculus.
Who this course is for
Students starting out in calculus
Current calculus students
curious about calculus
Homepage

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