There are many topics which come under the mathematics and this is the only subject in which the students have to make lots of efforts. In any exams, this is the subjects who come and without this subject the exam is incomplete. In every filed mathematics has its own and unique importance and this is accepted by all the peoples in all around the world. For the students of the mathematics, there are many topics which they can study and become the master in that. Among all those one of the topics and this is also one of the major topics, and it is the exponents. The major things which are being required to solve the problems of the exponents are the exponent calculator.

**Most searchable thing on the internet**

There are many calculators which can solve the problems of the different topics and many of the calculators which have the capability of solving almost all the major and the minor’s problems of the mathematics. There are many of the calculators which are also available on the internet, and the calculators which are available there are for the particulars topic. For each and every single topic there is one online calculator, and it can be found in different websites. The calculators which are most searched by the people is the exponent calculator to solve the solutions related to the exponents.

The calculator can solve any the problems, and the calculator for the exponents has the capability to calculate the answer for the base numbers raised to the n^{th }power. In this types of the problems, the exponential expressions are also included which are having the exponents or the base numbers which are negative.

**Definition of the Exponent**

An exponent is a small number which is located on the upper side of the number; the exponents are being placed on the right-hand side of the exponential expression. This term is also known as the base exponent. And this exponent indicates the power of the base number of the expression on which it is raised.

There are many exponent expressions and here is one of them which show how the exponents are being used in the base numbers in which the exponents are raised.

Example: 4^{3}

4^{3} = 4 x 4 x 4

= 64

This exponent expression can easily be calculated by the help of the exponent calculators.

**What are Negative Exponents?**

The exponential expression which contains the negative exponent in the place of the raise to the power of the base number is known as the negative exponents. Example of the negative exponents is as follows:

Exponential expression = 4^{-3 }

4^{-3 }= 1 / 43 = 1 / 64 = 0.015625

**Negative Bases in the Exponential Expressions**

There is something from which the students have to aware when they are solving the exponential expression which has the negative signs next to the base numbers. Example:

(-4)^{4 }= -4 x -4 x -4 x -4 = 256

These are some of the exponential expression, and all the exponential expressions are being solved by the help of the exponent calculators.