Integrals are mathematical tools used to find the area under a curve or to calculate the accumulation of quantities over a given interval.
Derivatives are the opposite of integrals. They measure the rate at which something changes at any given point.
A definite integral calculates the exact value of an integral within specific limits or boundaries.
An indefinite integral represents a family of functions that differ only by a constant. It helps us find antiderivatives and provides general solutions to problems involving integration.