According to mathematics, a derivative basically is the rate of change of a quantity at a particular time. The procedure of finding the derivative is known as differentiation and its reverse process is known as integration. Though both these procedures are the vital concepts of a calculus and are linked via the fundamental theorem of calculus.

In addition, for a real-valued purpose of a single real variable, the derivative at a particular position equals the slope of a tangent to the graph of the function of that point. Derivatives can also be used to characterize a lot of properties of a function.

The idea of a derivative has quiet a number of functions throughout all numerate regulations. Like in physics, the derivation of the position of a body in motion is its velocity and the secondary derivative of the body's position is its acceleration.

In addition, for a real-valued purpose of a single real variable, the derivative at a particular position equals the slope of a tangent to the graph of the function of that point. Derivatives can also be used to characterize a lot of properties of a function.

The idea of a derivative has quiet a number of functions throughout all numerate regulations. Like in physics, the derivation of the position of a body in motion is its velocity and the secondary derivative of the body's position is its acceleration.