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# Monomial Calculator

Monomial is a type of expression which has only a single non-zero term. It consists of different parts like the variable, the coefficient, and its degree. The variables in a monomial are the letters present in it. The coefficients are the numbers that are multiplied by the variables of the monomial.

## What is a Monomial Calculator?

A '**Monomial Calculator**' is a free online tool that simplifies the given expression into monomial. In this calculator, you can enter expression along with the signs and the simplified monomial will be displayed within a few seconds.

### Monomial Calculator

## How to Use Monomial Calculator?

Follow the steps given below to use the calculator:

**Step 1:**Enter the expression in the space provided.**Step 2:**Click on**"Simplify"**to find the monomial.**Step 3:**Click on**"Reset"**to clear the field and enter a new expression.

## How to Find a Monomial?

A monomial is very easy to identify. A monomial expression must have a single non-zero term. The exponents of the term must be a non-zero whole number. Further, there should not be any variable in the denominator.

**Solved Examples on Monomial Calculator**

**Example 1:**

Simplify the given expression into a monomial 5xy(2x)^{2}

**Solution:**

The given expression is 5xy(2x)^{2}

= 5xy(4x^{2})

= 20x^{3}y

**Example 2:**

Simplify the given expression into a monomial 6x^{2}y(7xy)^{3}

**Solution:**

The given expression is 6x^{2}y(7xy)^{3}

= 6x^{2}y(343x^{3}y^{3})

= 2058x^{5}y^{4}

**Example 3:**

Simplify the given expression into a monomial 3xy^{2}(5x)^{2}

**Solution:**

The given expression is 3xy^{2}(5x)^{2}

= 3xy^{2}(25x^{2})

= 75x^{3}y^{2}

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