Integral Calculus G1 - Video 1 # Integration is the reverse process of Differentiation method

Integral Calculus I videos 1 to 98 will be repeated after grouping the videos already published.

There are two methods of integrating a given function.
1. Integration as the inverse process of differentiation.
2. Integration as the limit of a sum of a certain series or simply integration as summation.

In Part I, we follow the first method only. ie. Integration is the inverse or reverse process of Differentiation.

In this video 1 (1 to 3), the functions x^n, 1/x, (ax + b)^n, 1/(ax + b), e^x, a^x, e^(ax + b), sin x, cos x, sin (ax + b) and cos (ax + b) have been integrated using the concept 'Integration is the inverse process of Differentiation'

As the number of methods are more in Integral Calculus when compared to that of Differential Calculus, it is better to remember the methods discussed in every video.

Try to recollect these methods often, so that it will be easy to remember all the methods collectively at the end!

G1 - Videos 1 to 4 combined together - Here the important concept 'Integration is the reverse / inverse process of Differentiation ' is followed.

It is recommended to view all these four videos (videos 1 to 4) together and try to remember the methods followed and formulae applied using your powerful screen.

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Видео Integral Calculus G1 - Video 1 # Integration is the reverse process of Differentiation method канала Cantor's Math