Solutions of Indices from Mathematics Standard Seven

Author:Maharashtra Board
7th Maharashtra Board
IMPORTANT

Maharashtra Board Mathematics Solutions from Chapter 6 - Indices

The detailed solutions to all the exercises of Indices from Mathematics Standard Seven for 7th Maharashtra Board are provided here. The topics covered are such as Laws Of Indices, Base And Index and, Multiplication Of Indices With The Same Base. Students can practice frequently asked questions from this chapter.

Practice Other Topics from Indices

In this topic, we will study the concept of base and index. It helps us to understand the meaning of base and index through examples. Some practice questions based on this notion are also provided here.

Mathematics Standard Seven>Part One>Indices>Multiplication of Indices with the Same Base

The topic discusses the multiplication of indices with the same base. With the help of various examples, it describes the proper method of multiplying the indices which have the same base.

Mathematics Standard Seven>Part One>Indices>Division of Indices with the Same Base

In this topic, we will understand the division of indices with the same base. Through examples, the method of defining the solution by the division of indices containing the same base number is also explained here.

Mathematics Standard Seven>Part One>Indices>The Index of the Product or Quotient of Two Numbers

This topic discusses the concept of the index of the product or quotient of two numbers in detail. With some examples, we will learn how to solve the problems based on this notion. It also consists of various practice questions.

This topic introduces us to the various laws of indices. It describes the laws of indices for a non-zero number along with the two integers. Practice sets along with unsolved questions are also provided here based on these laws.

Mathematics Standard Seven>Part One>Indices>Finding the Square Root of a Perfect Square

The topic illustrates the theory of finding the square root of a perfect square. It discusses the method with the help of an example for a better understanding. Various exercises based on this concept are also given here.