Indefinite Integral Calculator
The indefinite integral is the reversing of the process of differentiation. Instead of having a set of limit values, one only finds an equation that would produce the integral due to differentiation without having to use the values to get a definite answer.
What is Indefinite Integral Calculator?
'Cuemath's Indefinite Integral Calculator' is an online tool that helps to calculate the value of the indefinite integrals for a given function. Cuemath's online Indefinite Integral Calculator helps you to calculate the value of the indefinite integrals in a few seconds.
How to Use Indefinite Integral Calculator?
Please follow the below steps to find the value of the indefinite integrals:
- Step 1: Enter the function with respect to x in the given input boxes.
- Step 2: Click on the "Calculate" button to find the value of the indefinite integrals for a given function.
- Step 3: Click on the "Reset" button to clear the fields and enter the different functions.
How to Find Indefinite Integral Calculator?
Derivatives are defined as finding the rate of change of a function with respect to other variables. It deals with the variables such as x and y, functions f(x), and the corresponding changes in the variables x and y. The derivative of a function is represented by f '(x).
Integration is defined as the reverse process of differentiation. The integration is represented by ' ∫ '
Indefinite integrals are integrals do not have any upper and lower limits. It is represented as ∫f(x)dx
There are common functions and rules we follow to find the integration.
Find the integration value of 5x3 + 2x2
= ∫( 5x3 + 2x2)
= ∫( 5x3) + ∫(2x2)
Using multiplication by constant and power rule,
= [5 × (x3 + 1 / 3 + 1)] + [2 × x2 + 1 / 2 + 1]
= 5x4 / 4 + 2x3 / 3
Similarly, you can use the calculator to find the value of indefinite integrals for the following:
- x3 / 2
- 4x2 + 6x