## What is x

The letter x is used in algebra (Math) to mean a value that is not yet known. Sometimes we call it variable or unknown. In x+2=9, x is variable but we can work out if

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# Author: Azhar Ali

## What is x

## Erfi

## Homogeneous Function Definition, Examples

## Terminating Decimal Definition in Math Meanings and Examples

## Completing the Square Examples, Definition

## Translation of Axes [Definition and Meaning]

## Quadrilateral Definition in Math,

## The Mean Value Theorem, MVT, Statement and Proof

## What is Function in Math, Examples with figures:

## Rolle’s Theorem, Proof And Examples

I am graduated in Mathematics from university of Sargodha, having master degree in Mathematics. Mathematics blogger

The letter x is used in algebra (Math) to mean a value that is not yet known. Sometimes we call it variable or unknown. In x+2=9, x is variable but we can work out if

Erfi imaginary error function Introduction Let be a complex variable of .The function Imaginary Error Function(noted erfi) is defined by the following second-order differential equation ———-(1) The initial condition of erfi (1) at 0 is

What is Homogeneous Function Definition: A function defined by of any number of variables are said to be homogeneous of degree in these variables if multiplication of these variables by any number result in the

A decimal that has only countable numbers in its decimal part is called a terminating decimal. we can also say that Terminating Decimal Definition: A terminating decimal is usually defined as a decimal number that

Completing the Square examples: Sometimes, the quadratic polynomials are not easily factorable. For Example, consider It is difficult to make factors of In such a case the factorization and hence the solution of quadratic equation

Translation of Axes: Let coordinate system be given and be any point in the plane. Through draw two mutually perpendicular lines such that is parallel to . The new axes and are called translation of

Quadrilateral Definition in Math: A quadrilateral (in geometry) can be defined as a closed, two-dimensional shape which has four straight sides(edges). The polygon which has four vertices or corners. Interior angles equal to 360^\circ[\katex] A quadrilateral can be regular

Statement of Mean Value Theorem MVT : Let a function be contineous on . differentiable on . then there exist a point such that MVT Proof: Define a new function by where A is a

A very important special type of relation is a function defined as below: Function in Math: If A and B are two sets the relation f:A\rightarrow B is called function if for every element of

Rolle’s Theorem Statement: let a function be Continuous on the interval . Differentiable on the open interval . then there exist at least one point such that . Proof: since is contineous on , it