Antiderivative of 2

Antiderivative of 2 Antiderivative of 2 Antiderivative of ‘2’ can be calculated easily, for this we need to have knowledge of antiderivative. Whenever you talk about antidervative, it means the opposite of derivative.

Now, we need to understand the concept behind the derivatives. The derivative of any function tells you that how the output of the function changes, as you make change in the input.

In geometrical language, we define differentiation as if, we draw the graph of the function then, the point on the slop of tangent line is the derivative.

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According to the definition of differentiation, we can say that it is a process of finding derivatives. The opposite of differentiation, is called integration. If we take the a general example, let 'x' is any distance and 't' is the time then, differentiation of 'x' with respect to 't' will gives velocity.

Now, we need to go for antiderivative, it is better known as integration. As derivative stands for difference in the same way antiderivative stands for summing up.

We can easily find the area under a curve if we have the knowledge of antiderivative. We only require the initial and final points to find the area under the curve.

If we talk about Antiderivative of ‘2’ as we are seeing it is a constant function.

So, whenever we integrate the constant function we need to remember that with respect to which function we are integrating.

As we know if we find the derivative of any constant then it is 0, but in the case of antiderivative we need to multiply by that function. If we integrate 2 with respect to ‘x’ then the antiderivative will be 2x. If we integrate 2 with respect to ‘y’ then the antiderivative will be 2y. In this way you can easily solve Antiderivative of 2 or other constants.

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