Introduction to Integration (Integral Calculus)

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A great way to start learning Calculus through video lectures and quizzes.

19 students enrolled

What Will I Learn?

- Understand the relationship between Integral and Differential Calculus
- Perform Integration on single variable polynomial expressions
- Perform Integration on Composite Functions with Linear Factors
- Perform Indefinite and Definite Integration
- Determine Area Under a Curve using Definite Integral
- Determine Volume of Revolution using Definite Integral

Requirements

- Students should already be familiar with Basic Algebra
- Students should have good understanding of Differential Calculus

Description

This is an introductory course on Integral Calculus. It comprises of a total of 5 hours of videos and quizzes. This is perfect for secondary school students seeking a good primer on Integral Calculus. It is also great as a refresher for everyone else. However prior knowledge in Differential Calculus is a MUST before learning this topic.

The course is arranged from the very basic introduction and progresses swiftly with increasing depth and complexity on the subject. It is recommended that the students do not skip any part of the lectures, or jump back and forth, because good understanding of the fundamental is important as you progress.

Quizzes are included on 7 subtopics to strengthen your understanding and fluency on this topic. So it is advisable that you attempt all the questions.

The course is delivered by an experienced teacher with five years of experience teaching students on a one to one basis. The instructor understands the difficulties that students normally face to become competent in mathematics. So words and examples were carefully chosen to ensure that everybody gets the most out of this series of lectures. This is a MUST course for all secondary school students.

Have fun learning!

Who is the target audience?

- Secondary and High Schools students taking Calculus 1 (Integral Calculus)
- Students preparing for Calculus 1 (Integral Calculus) tests / exams at 'O' Level or its equivalence
- Any adults looking for a refresher in Basic Calculus 1

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About the Instructor

(BEng Electronics Engineering)