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Become a Calculus 1 Master - A Complete Course on Calculus 1 - Udemy Coupon 100% OFF

Become a Calculus 1 Master - A Complete Course on Calculus 1

A Unique Course on Calculus 1 covering Functions, Limits, Derivatives and More with Lot of Live Examples and Quizzes

Welcome to this Calculus course. This course covers all the important aspects of Calculus 1 needed to Master Calculus. There are a lot of Live Worked Examples and Quizzes for each topic that will help you in understanding the topic in most comprehensive way. Following are the topics which this course covers:
  • What is a Function?
  • Recognizing if a given relation is Function or Not
  • Vertical Line Test
  • Quizzes on "Functions"
  • Evaluating functions from Equations
  • Evaluating functions from Graphs
  • Even, odd or neither
  • Even, odd or neither from Graphs
  • Quizzes on "Evaluating Functions"
  • Domain of a Function
  • Range of a Function
  • Explanatory Example: Finding the Domain and Range of a Function
  • Domain and Range from Graph
  • Explanatory Example: Determining the Domain and Range from Graphs
  • Quizzes on "Domain and Range of a Function"
  • Domain of a Radical Functions
  • Domain of Rational Functions
  • Quizzes on "Domain of Radical and Rational Functions"
  • Introduction to the Relative (Local) and Absolute (Global) Minima and Maxima
  • Explanatory Example: Finding 'Relative and Absolute' Maxima and Minima
  • Quizzes on "Minima and Maxima of a Function"
  • Introduction to Positive and Negative Intervals
  • Explanatory Examples: Positive and Negative Intervals from Graphs and Equations
  • Quizzes on "Positive and Negative Intervals of a Function"
  • Introduction: Increasing and Decreasing Intervals
  • Explanatory Example: Finding Increasing and Decreasing Intervals
  • Quizzes on "Increasing and Decreasing Intervals of a Function"
  • Introduction to Average Rate of Change of a Function
  • Explanatory Examples: Calculating Average Rate of Change from Graphs
  • Explanatory Examples: Calculating Average Rate of Change from Equations
  • Quizzes on "Average Rate of Change of a Function"
  • Introduction to Composite Function and its Domain
  • Evaluating Composite Functions From Equations
  • Evaluating Composite Functions using Graphs
  • Quizzes on "Composite Functions"
  • Introduction to the Inverse Function
  • How to find the Inverse Function
  • Domain and Range of an Inverse Function
  • Quizzes on "Inverse of a Function"
  • Introduction to the Limit of a Function
  • Explanatory Examples: Finding Limits from Graphs
  • Explanatory Example: Finding one-sided limits and overall limit from Graphs
  • One-Sided Limits
  • Introduction to Continuity
  • Explanatory Example: Finding the Continuity of a function from Graphs
  • Quizzes on "Limit and Continuity"
  • Defining and Understanding the Derivative (Instantaneous Rate of Change)
  • Explanatory Examples: Calculating the Derivative using its standard formula
  • Derivative Rules
  • Derivative Rule #1: Derivative of a Constant
  • Derivative Rule #2: Multiplication by a Constant
  • Derivative Rule #3: Power Rule
  • Derivative Rule #4: Sum Rule
  • Derivative Rule #5: Difference Rule
  • Derivative Rule #6: Product Rule
  • Derivative Rule #7: Quotient Rule
  • Derivative Rule #8: Reciprocal Rule
  • The Chain Rule
  • Practice Problems: Derivatives
  • Practice Problems: Derivatives
  • Practice Problems: Derivatives
  • Quizzes on "Derivatives"
  • Derivative of Trigonometric Functions
  • Practice Problems: Trigonometric Derivatives
  • Practice Problems: Trigonometric Derivatives
  • Quizzes on "Trigonometric Derivatives"
  • Derivative of Exponential Functions
  • Practice Problems: Exponential Derivatives
  • Quizzes on "Exponential Derivatives"
  • Derivative of Logarithmic Functions
  • Practice Problems: Logarithmic Derivatives
  • Quizzes on "Logarithmic Derivatives"
I encourage you to take this course if you are really struggling to ace Calculus 1 and still looking for a complete course to help you in the subject. I'm sure this course will serve your purpose fully. Wish you all the best. Take care:)
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