Partial Differentiation
Partial differentiation refers to the process of calculating the partial derivative of a given function. Mathematically Partial Differentiation gives the slope of tangent drawn to the graph of the function at any point.
Consider a function f(x,y) = x2y + 3y2, we would like to see the first-order and second-order partial derivative of a function at x=2 and y=1.
Partial Derivative: Definition, Formulas and Examples | Partial Differentiation
Partial derivative is a mathematical concept used in vector calculus and differential geometry. If a function is dependent on two or more variables then its derivative is calculated in various types and one such type is partial derivative in which the derivative of any two or more variable functions is calculated taking one variable as constant.
Partial Derivative
In this article, we will learn about the partial derivative definition, formula, examples, examples and others in detail.
Table of Content
- What is Partial Derivative?
- Partial Derivative Formula
- Partial Differentiation
- Partial Derivatives of Different Orders
- Partial Derivative Rules
- Total Derivative Vs Partial Derivative
- Applications of PartialDerivative
- Partial Derivative Examples