Introduction to integrable function

Let us study about integral function,

Integrable function is one of the functions of mathematics. The integrable function exists as the limits of the integration. Integrable function is usually considering the real numbers. F(x) is the integration of the given function.

Here f is the integrable function of the given integration. Integrable functions have both the positive and negative limits of the integration.

Integrable function is used to find the area of the region under the curve. Generally, integrable function can be denoted as f(x).

I hope the above explanation was useful, now let me explain geometry theorems and constructions