# Exponents – A Fundamental Tool of Mathematics

Mathematics is an intriguing subject with a vast variety of applications in daily life instances. It includes a variety of computations ranging from simpler topics to the most complex ones. One needs to practice a lot to master Mathematics. It is critical to concentrate on the basics of Mathematics if one wishes to do well in this particular subject. It is very important to work on the basic Mathematics section as it acts as the building block of Mathematics. It helps in solving the crucial problems of the higher classes. It is extremely essential to maintain a firm grip on this subject. This is because it is a fundamental part of all streams. This subject is applied extensively in all aspects of life. It has become a very significant tool in a variety of businesses both at a small and large scale. The importance of Mathematics can be estimated from the fact that it has been included as an indispensable subject in all streams. To obtain a good score in Mathematics it is very important to develop clarity in all the important concepts. Traits like perseverance and determination are required to do well in Mathematics. Many students have displayed such traits and performed elegantly in this subject.

The function is a crucial portion of Mathematics. It is an integral part of higher Mathematics that is used extensively to solve many complex problems. One of the most important portions of Mathematics is the exponential function. This is a very important topic from the examination point of view. An exponential function is a relation of a specific form in which an independent variable is represented on a real number line. This function is used not only in Mathematics but also in Physics to solve problems related to radioactivity and other important concepts of modern Physics. One can easily determine the logarithmic function by computing the inverse of the exponential function. This article discusses the various concepts related to the exponential function.

## Major Concepts of Exponential function:

•     Representation: An exponential function can be represented as the respective sum of an infinite series. This series is used in many important portions of both Mathematics and Physics. This function can also be represented in the form of a graph. It has found extensive use in many graph-related problems.
•     Significance: The exponential function is used to determine the rate of growth or increment of a function and its value is directly related to the value of the function. It is characterized with the help of a power series and finds application in various parts of Mathematics. It also forms the base of many theorems. This function has been used to solve a variety of problems related to modern physics topics like radioactivity. It also finds use in calculus and series-related problems of Mathematics. One can easily say that it holds a very important position in all computations related to the science department. One needs to remember the value of the constant.
•     Developing clarity on exponents: It is important to practice numerous problems to develop clarity on this topic. One can also refer to the previous problems asked in the competitive examinations on this topic. It is important to solve the graphical problems linked with this function. This topic can be mastered with the help of effective practice.

This article has discussed all the fundamentals of exponents. This topic is taught from the smaller classes so that the students can develop clarity on this crucial topic. Questions on this function have been repeatedly asked in all-important competitive examinations. This elaborates on the importance of this topic. Students can seek the assistance of Cuemath to solve their doubts related to this topic. It is an excellent platform designed to solve the doubts of all the needy students on coding and Mathematics related topics. Teachers recommend this platform because of its constructive way of representing the topics. This article will play a vital role in explaining to the readers the importance of this function. It will also help them in analyzing its importance.