# NCERT Exemplar Class 8 Maths Chapter 8 Solutions: Exponents and Powers

NCERT Exemplar Solutions for Class 8 Maths Chapter 8 ‘Exponents and Powers’ will ensure that you form a strong command on all the concepts that have been introduced in the chapter. You will also get a thorough practice of all the NCERT Exemplar Class 8 Maths problems included in the chapter.

Chapter 8 ‘Exponents and Powers’ consists of 196 exemplar problems on topics like powers, negative and positive exponents, laws of exponents and simplification of exponential equations. This chapter has a wide range of questions such as fill in the blanks, true and false questions, simplification questions and word problems.

The NCERT Exemplar Problems and Solutions for Class 8 Maths Chapter 8 ‘Exponents and Powers’ by Instasolv, is a complete study material which will guide you through your CBSE exam preparations and will help you in fetching high marks. **I**nstasolv supports a stress-free, comfortable and productive form of learning. Once you engage with these solutions, you will have a complete revision of the chapter, which will help you in practising and applying all the concepts of the chapter.

## Important Topics for NCERT Maths Exemplar Solutions Chapter 8 – Exponents and Powers

**Laws of Exponents **

In this chapter, you will go through the various fundamentals of exponents and ways of solving them. One such basic dealt in the chapter is the law of exponents. This law states that in case of any non – zero integer a, am x an = am+n and here both m and n are natural numbers.

In case of integers any non – zero integer a, am x an = am+n and here m and n are integer values. This formula will be used while solving the exponential equations and you will encounter numerous questions based on them. It is also very essential from the exam point of view and can help you in increasing your score considerably.

### Comparing very Large and very Small Numbers with the help of Exponents

You will come across an entire segment in this chapter where you will learn to compare values that are very difficult to judge in their common form. In order to add numbers to their standard form, they are converted into numbers with their similar exponents. This makes it more feasible to study them as well as express them. The chapter has detailed explanations of these concepts and there are many questions where you will have to use them too.

### Exercise Discussion of NCERT Maths Exemplar Solutions Class 8 Chapter 8 – Exponents and Powers

- The chapter has a total of 196 Exemplar problems. They are all different in nature and aim at polishing your understanding of the chapter.
- The Exemplar problems begin with an entire exercise dedicated to multiple-choice questions on topics like reciprocals, multiplicative inverse, and exponents.
- There is also an exercise dedicated to true and false questions based on exponential forms, negative exponents and positive exponents.
- There are also filled in the blanks questions based on standard, scientific and product form of numbers.
- There are some Exemplar problems where you need to simplify the given equations and there are also some complicated Exemplar problems like question 173 in which you have to form the required equations and then solve them to get answers.

## Why Use NCERT Maths Exemplar Solutions Class 8 Chapter 8 – Exponents and Powers by Instasolv

- We ensure that all our NCERT Exemplar problems with solutions for Class 8 Maths Chapter 8 are presented in a simplified and detailed manner so that you do not struggle with your confusion and waste your time looking for various other study resources.
- The NCERT Exemplar Class 8 for Class 8 Chapter 8 ‘Exponents and Powers’, has been prepared according to the latest CBSE syllabus. We follow each and every guideline laid down by the board with respect to Class 8 Maths course plan.
- Our team has made sure that no corner of the chapter remains untouched. We have covered all the Exemplar problems of the chapter and have paid emphasis on the major concepts.
- We aim at providing a study space where your burden is minimized and at the same time your performance is maximized.