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Derivative Calculator

Find out the derivative of any mathematical expression using this powerful differentiation tool.

Example 1: The first derivative (order = 1) of the function : *2x+log(xa), where 'a'* is a real parameter, with respect to variable 'x' is: 1/x + 2	Example 2: The first derivative (order = 1) of the function : *2x+log(xa), where 'x'* is a real parameter, with respect to variable 'a' is: 1/a
Example 3: The 3rd derivative (order = 3) of the function : *2x+log(xa), where 'a'* is a real parameter, with respect to variable 'x' is: 2/(x^3)	Example 4: This is a pure theoretical generalization: The p'th derivative (order = p) of the function : func with respect to variable 'x' is: ((d func)^p)/(d(x^p))

Theory - Online Math Books

The mathematical theory behind this derivative calculator can be found in our online math books at the following links:

Differentiation Rules - The General Rules of Differential Calculus

Table of Derivatives - The Specific Derivatives Formulas for Each Category of Functions :

Simple Functions Exponential and Logarithmic Functions

Trigonometric Functions Hyperbolic Functions

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Example 1: The first derivative (order = 1) of the function : *2x+log(xa), where 'a'* is a real parameter, with respect to variable 'x' is: 1/x + 2	Example 2: The first derivative (order = 1) of the function : *2x+log(xa), where 'x'* is a real parameter, with respect to variable 'a' is: 1/a
Example 3: The 3rd derivative (order = 3) of the function : *2x+log(xa), where 'a'* is a real parameter, with respect to variable 'x' is: 2/(x^3)	Example 4: This is a pure theoretical generalization: The p'th derivative (order = p) of the function : func with respect to variable 'x' is: ((d func)^p)/(d(x^p))