Learn Complete Calculus 1 from scratch through animation
3.8 (11 ratings)
Course Ratings are calculated from individual students’ ratings and a variety of other signals, like age of rating and reliability, to ensure that they reflect course quality fairly and accurately.
1,846 students enrolled

Learn Complete Calculus 1 from scratch through animation

Learn everything from Calculus 1.It carries 42.5 hrs content, 59 Sections, 327 areas, 556 solved numerical problems
3.8 (11 ratings)
Course Ratings are calculated from individual students’ ratings and a variety of other signals, like age of rating and reliability, to ensure that they reflect course quality fairly and accurately.
1,846 students enrolled
Created by Moein Ud Din
Last updated 1/2020
English
Current price: $139.99 Original price: $199.99 Discount: 30% off
5 hours left at this price!
30-Day Money-Back Guarantee
This course includes
  • 42.5 hours on-demand video
  • Full lifetime access
  • Access on mobile and TV
  • Certificate of Completion
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What you'll learn
  • Function, Domain and Range, Vertical line/Horizontal line/Ordered pair tests, Graphing of function, Inverse of a function, Parabola
  • Limit, Limit of trig functions, Limit of infinity, One-sided/Two-sided limits from the graphs and equations, Limit of multi variable function, Continuity and Discontinuity
  • Derivative rule, Chain rule, Power, Product and Quotient rule, Derivative of trig functions, inverse trig, hyperbolic, inverse hyperbolic, Composite functions,
  • Implicit differentiation, Asymptote, Vertical, horizontal asymptote and Hole, Point-slope, Slope-intercept, Standard form of equation,
  • Circle, Logarithmic rules, Logarithmic differentiation, Least square lines/ Regression lines, Squeeze theorem
Requirements
  • Be able to know the very basics of calculus, algebra and trigonometry
Description

Be a master of calculus 1. Learn Calculus 1 through animation ,The course includes videos explanation with basics, graphical and mathematical proofs. It carries hundreds of numerical practice problems with complete solutions. The lectures are appealing, fancy (graphic designing), fast and take less time to walk you through the content. A prefect choice for students who take high school and college.

Why I want you to join this course?

  1. It carries 42.5 hours content

  2. 59 Sections

  3. 370+ lectures

  4. 327 areas that have been included

  5. 325 Figures and tables

  6. 556 solved numerical problems with complete solutions

  7. Animation has been used throughout the course

  8. Suitable background (Neither very sharp nor very dark)

  9. It took me full year to complete this course

So join me here and do it in a quick and easy way.

List of content:

  • Function

  • Domain & Range

  • Inverse function

  • Vertical line test

  • Horizontal line test

  • Ordered pair test

  • Graphing of function

  • Transformation of function

  • Parabola

  • Inverse parabolic function

  • Circle

  • Center and Radius of a circle

  • Radian and Degree of a circle

  • Least squares method

  • Least square lines/Regression lines

  • Limit

  • Limit of Trigonometric functions

  • Limit of infinity

  • One-sided limit

  • Two-sided limit

  • Limit of multi variable functions

  • Continuity & Discontinuity

  • Asymptote

  • Vertical Asymptote

  • Horizontal Asymptote

  • Hole

  • Point-slope form of the equation

  • Slope-intercept form of the equation

  • Standard form of the equation

  • Tangent and normal lines

  • Derivative Rule

  • Chain Rule

  • Power Rule

  • Product Rule

  • Quotient Rule

  • Derivative of Trigonometric functions

  • Inverse Trigonometric functions

  • Hyperbolic functions

  • Inverse hyperbolic functions

  • Composite functions

  • Implicit Differentiation

  • Logarithmic and exponential Rules

  • Logarithmic and exponential differentiation

  • Squeeze Theorem

  • Modeling and solving the equations


Who this course is for:
  • Beginner at high school/college
Course content
Expand all 371 lectures 42:24:23
+ Function
8 lectures 46:03
What is function?
09:09
Types of functions
05:04
Even and Odd functions
10:18
Graphical representation of Even and Odd functions
04:51
Neither functions
02:47
Products of functions
06:07
Addition and Subtraction of functions
06:10
Division of functions
01:37
+ Domain and Range of a Function - Domain and Range from graphs
7 lectures 57:22
Prerequisites of Domain and Range
08:27
Identify Domain and Range from the graph of parabolic functions
07:55
Identify the Domain and Range from graph of some more parabolic functions
09:56
Identify the Domain and Range from the graphs of straight lines
07:18
Identify the Domain and Range from graphs of a straight line and a circle
08:04
Identify the Domain and Range from the discrete graph of a function
05:23
Identify Domain and Range from discrete graph of a straight line and a circle
10:19
+ Domain and Range of a Function - Polynomial, Fractional and Root functions
8 lectures 01:08:24
Find the Domain from polynomial and fractional functions
09:26
Find domain from a Fractional function with quadratic equation at denominator
03:46
Find the domain from square root function with quadratic equation
05:02
Find the domain from square root functions in fractional form
08:08
Find the Domain from square root functions both in numerator and denominator
06:26
Find the domain from the addition of square root functions
13:26
Find the Domain from a square root function with a root in numerator only
10:25
+ Ordered pair tests, One-to-One and Onto Functions
4 lectures 18:28
What is Ordered pair test and how it takes place?
07:52
One-to-One and Onto functions, understand One-to-One from Ordered pair test
02:26
Understand Onto functions from Ordered pair test
03:42
How to know the Onto functions from the ordered pair test
04:28
+ Vertical line Tests, Horizontal line Tests
3 lectures 20:54
Introduction to vertical line test and how it takes place to know the function?
11:50
Vertical line test of a function on discontinuous/discrete/digital graph
03:10
Horizontal line test to identify One-to-One functions
05:54
+ Graphing of Functions
8 lectures 01:19:16
Introduction to graphical representation of a function
02:13
Basic technique to draw the graph of any function
11:31
Introduction to piece-wise function and how to draw the graph from its equation?
06:45
Draw the graph of parabolic piece-wise function from the equation
10:21
Understand which is the correct graph of a piece-wise function
17:28
Draw the graph from the equation of a piece-wise function with three sub pieces
10:00
Derive the equation from the graph of a piece-wise function
12:02
How to combine (add) multiple functions graphically?
08:56
+ Transformation of graph of a Function
4 lectures 42:34
Transforming of a graph to another place after adding and subtracting some value
11:50
Transforming of graph after multiplication of a value and then take its opposite
08:49
Transforming of a graph after doing some changes to its dependent variable only
13:53
Transform the graph of a cubic function after doing some changes to its equation
08:02
+ Function - Composite Functions
4 lectures 22:20
Introduction to the composite function, how it is represented mathematically?
02:44
Find the composition of functions by plugging some random values for 'x'
12:15
Composition of functions by plugging one function for 'x' in another
04:07
Check that interchanging of two functions gives us two different outputs
03:14
+ Inverse Functions - Introduction to Inverse Function
3 lectures 09:06
Introduction to Inverse of a function
04:19
Graphical touch of inverse function
01:27
Technique to find the inverse function
03:20