INDEFINITE
INTEGRATION
,DEFINITION:
The indefinite integral of function with respect to is another function whose derivat
i.e. indefinite integral of is .
In Mathematical Notation, we write:
where is an arbitrary constant i.e. independent of .
Here is the integral sign, is the integrand, is the variable of integration, is the elem
integration, is the integral of the function and the process is known as In
Integration.
The Indefinite integral of a function is also called as antiderivative of that function.
,
, Standard Result in Integration
As integration is the process of finding the anti-derivatives of various function
derive integrals of various basic function by using the definition of their derivativ
For Examples:
INTEGRATION
,DEFINITION:
The indefinite integral of function with respect to is another function whose derivat
i.e. indefinite integral of is .
In Mathematical Notation, we write:
where is an arbitrary constant i.e. independent of .
Here is the integral sign, is the integrand, is the variable of integration, is the elem
integration, is the integral of the function and the process is known as In
Integration.
The Indefinite integral of a function is also called as antiderivative of that function.
,
, Standard Result in Integration
As integration is the process of finding the anti-derivatives of various function
derive integrals of various basic function by using the definition of their derivativ
For Examples: