Limits can be represented as either $[x]^a_{b}$ or $\int^a_{b}x$ .

The limits represent both the upper and lower bounds of a definite integral (the interval over which to calculate the value, aka. the range).

i.e.,

\int_{0}^1(x^\frac{1}{3} - 1)^2dx

Info

You do not plus $c$ as the integral is definite.

Application

Definite integration can be used to find areas under curves.

This would be done by using a definite integral. However you must split negative/positive sections and ensure that they are positive.

Note

TODO: Finish.

Definite Integration and Limits