Introduction to Calculus
4.6 (10 ratings)
605 students enrolled
Wishlisted Wishlist

# Introduction to Calculus

Learn the skills required for success in Calculus 1
4.6 (10 ratings)
605 students enrolled
Last updated 6/2017
English
Current price: \$10 Original price: \$200 Discount: 95% off
5 hours left at this price!
30-Day Money-Back Guarantee
Includes:
• 2.5 hours on-demand video
• 24 Supplemental Resources
• Access on mobile and TV
• Certificate of Completion
What Will I Learn?
• Pass your final calculus exams with ease!
• Become more proficient at solving calculus problems.
• Think with an analytic mind to solve complicated calculus problems.
View Curriculum
Requirements
• A basic understanding of algebra and high school maths.
• A positive mindset about calculus.
Description

'Introduction of Calculus' makes complicated calculus calculations easy!

This course includes video and text explanations of everything in calculus 1 including:

• Pre-calculus
• Functions
• Limits & Continuity
• Derivatives
• Theorems and Proofs

These are the five fundamental chapters in the study of Calculus 1.

One-On-One Assistance: You can ask me for calculus help in the Q&A section any time, any day whether it's related to the video content or another problem you're struggling with at home. Either way, I'm here to help you pass and do the best you possibly can!

Who is the target audience?
• Any student enrolled in a Calculus course at university, college or high school.
• Anyone with an interest in gaining mastery in Calculus.
Students Who Viewed This Course Also Viewed
Curriculum For This Course
32 Lectures
02:27:50
+
Precalculus
4 Lectures 21:26
Preview 03:30

Numbers
03:44

Notation
05:30

Inequalities
08:42
+
Functions
5 Lectures 22:48
Absolute Values
04:48

Preview 04:15

05:36

Composite Functions
05:24

Preview 02:45
+
Limits and Continuity
9 Lectures 38:37
The Tangent and Velocity Problem
03:18

Limit 1
06:04

Limit 2
02:32

Limit 3
04:06

Preview 04:52

Horizontal Asymtotes
02:49

Intermediate Value Theorem
04:06

Derivatives and Rates of Change
06:31

Derivatives of a Function
04:19
+
Derivatives
14 Lectures 01:04:59
Proof of Continuity for Differentiation
05:14

Power Rule
03:56

Product Rule
08:11

Preview 05:45

Derivative of sin(x)
08:06

Derivative of cos(x)
06:10

Derivative of tan(x)
03:06

Derivative of arcsin(x)
03:59

Derivative of arccos(x)
02:56

Derivative of arctan(x)
02:28

The Chain Rule
03:23

Implicit Differentiation
03:13

Derivative of ln(x)
01:46

Max and Min Values
06:46