Introduction to Integration
In mathematics, when we cannot perform general addition operations, we use integration to add values on a large scale.
There are various methods in mathematics to integrate functions.
Just like, addition- subtraction, multiplication-division integration, and differentiation a re also a pair of inverse functions.
According to integration definition math, it is a process of finding functions whose derivative is given is named anti-differentiation or
integration.
Integration is a process of adding slices to find the whole.
It can be used to find areas, volumes, and central points.
What is Integration in Maths?
According to integration definition maths to find the whole, we generally add or sum up many parts to find the whole.
As we know, Integration is a reverse process of differentiation, which is a process where we reduce the functions into smaller parts.
To find the summation under a very large scale the process of integration is used.
We can use calculators for the calculation of small addition problems which is a very easy task to do. In problems where the limits reach
infinity, we use integration methods, to sum up, m any parts.
Differentiation and Integration both are important parts of calculus.
In Mathematics, we Know That There are two Major Types of Calculus :
1. Dif fe ren tia l Ca lcu lus
2. Int egr al C alc ulu s
Wh at d o yo u me an b y Int eg ral C alc ulu s?
Let us now talk about Integral Calculus,
Integral Calculus is the branch of calculus concerned with the application of integrals.
To see what differential calculus is, let us take an example of a slope of a line in a graph. In any graph, we can find the slope of a line,
using the slope formula. What do we do when we need to find the slope of a curve?
The slope of the points in a curve varies and here differential calculus comes into the picture.
