MATHSEASYWAY FLASHCARDS

Work at your pace through these 

colorful flashcards to learn Mathematics in a fun-filled way!

• Study at your own pace, when you want, as much as you want

• More than 1000 flashcards for primary school students

• Designed for children in 3 years -15 years age group, Junior KG to 8th

• Would be useful for parents, teachers, students, and tutors

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The workbooks have been carefully and beautifully

 designed by us.

This is an introductory course designed for students

 right from Junior KG to Class 8th.

Here you can work through more than 1000 colorful flashcards

 to understand basic concepts in Mathematics in a fun-filled way.

 Regular books contain a limited number of examples. 

Here you will get a lot of examples. 

Enroll in Maths course

What makes these workbooks unique?

• Colourful pictures
• Colouring pages for kids
• Counting with pictures

Why should you enroll in this course:

• Course is structured to bring Mathematics to you through interesting examples and exercise - you learn the best when you are having fun
• Mathematics concepts, without making it a burden
• This course is specifically designed for students and parents of students, from Junio KG to Grade 5th

What’s in the course:

• Recorded classes which can be downloaded
• Study material/ workbooks which will be provided in PDF format

Course outline:

• Basic Maths skills
• Mind math
• Numbers fun
• Geometry kids
• Tables
• Multiply and divisions
• Addition and subtractions
• Sample pages
• Time
• Money
• Fractions
• Counting
• Algebra
• Geometry

Indices

CHAPTER 8.

Indices

               Consider 2 × 2 × 2 × 2 × 2 × 2 × 2 × 2 × 2. Here , the multiplication of the number 2 by itself is shown by writing it nine times. 

This multiplication is written as 2⁹. The number ‘2⁹’ is as exponential number .

           2⁹  is read as ‘ 2 raised to power 9’ or ‘2 to the power 9’ or ‘2 raised to 9’.

            

In the number 2⁹ , 2 is called the based of the number and 9 is called the index or exponent.

	Multiplication form	Index form	Base	Index
1.	7 × 7 × 7	73	7	3
2.	3 × 3 × 3 × 3 × 3	35	3	5
3.	9 × 9	92	9	2
4.	2 × 2 × 2 × 2 × 2 × 2	26	2	6
5.	1 × 1 × 1 × 1 × 1	15	1	5

Example : study the following table :  

2³  = 2 × 2 × 2

2² = 2 × 2

2¹ = 2

2³ is read as the third power of two or the cube of two.

2² is read as the second power of two or the square of two.

2 ¹ = 2, i.e. the first power of a number is equal to the number itself. Therefore, if the index of a number is 1, it is the custom not write it.

       

 For example, 5 is the same as 5¹, 10 means 10¹, etc.