## Class 7 RS Aggarwal Chapter-5 Exponents Solutions - Free PDF Download

## FAQs on RS Aggarwal Class 7 Solutions Chapter-5 Exponents

**1. What is Class 7 Maths RS Aggarwal Chapter 5 is all About?**

The chapter exponent helps you to know how the operations of exponential terms are performed. In RS Aggarwal, the addition, subtraction, multiplication, and division of the exponential terms are explained very well. This chapter explains what happens to the power when operations on the base of the algorithm are applied.

For easy understanding of the chapter of exponents, you must take help from RS Aggarwal Solutions available at Vendatu Website. Also, the online classes are available for students or you can find study material from the site itself.

**2. If I Miss Batch Classes for Exponents and Powers Class 7 Chapter 5 at Vedantu. Can I Take the Same Session Class Again?**

If the batch is already going on and you have joined late or missed it no need to worry. If you have already missed some of the video classes of Vedantu you can get access to the recording of it. The videos of Vedantu covers every detail of the chapter. It provides you with PDFs, sample notes, and some quizzes to practice. You will get a clear understanding of class 7 chapter 5 of exponents.

**3. How to write numbers in Scientific Notation with Exponents?**

Step 1: After the first digit of the number from the right, add a decimal point. If a number has only one digit, excluding zeros, we do not need to use decimal.

Step 2: Multiply that number by a power of ten so that the power equals the number of times the decimal point is shifted.

We can write any number in standard form with exponents by following these two simple steps mentioned above. For instance, 480000 = 4.8 × 105

**4. Are there some tips and tricks to solve exponents?**

To solve maths questions, be it of any chapter such as fractions or exponents, your concepts must be clear as you are a student of class 7th now. But even if you need tricks to solve exponent questions, here are some:

If a fraction has a negative exponent, we take the fractions reciprocal to make the exponent positive. That is, (x/y)

^{-a}= (y/x)^{a}.We can set the bases equal when the exponents are the same, and vice versa. That is, x

^{a}= x^{b}⇔ a = b.

**5. What are the benefits of using RS Aggarwal solutions for class 7 Math?**

There are numerous advantages to solving questions from a reference book. The following are a few of the most significant advantages of RS Aggarwal solutions for class 7 Maths:

The solutions are thorough and have been prepared by experienced math teachers.

The solutions are presented in a step-by-step format with detailed explanations.

Chapter solutions are available in PDF format, which can be downloaded and accessed offline for free.

Many formulas and methods are used between steps to aid students in remembering them.