Vedic Maths Worksheet 2 on Square of a Number
This Vedic Maths worksheet deals with part 2 of the methods that help us to calculate the square of any number. Let's revisit!
About the article
Revision of Basic Concepts
What is the Square of a Number?
Square of a number refers to multiplication of a number with itself. That is, Y x Y = Y2, where Y is a number. When a number or integer (not a fraction) is multiplied by itself, the resultant is called a 'Square Number'. For example, 3 multiplied by 3 is equal to 3 x 3 or 32.
How to use this method?
Under this method, base refers to numbers that are of the form 10n, where ‘n’ is any natural number. Therefore, 10n =10, 100, 1000, 10000…where n = 1, 2, 3, 4…so on, respectively. In order to carry out this method, we need to find out the base and find the difference between the base and the number.
- The answer will be formed in two parts, RHS and LHS. The RHS part will consist of the square of the number.
- This number is the difference between the base and the numbers whose square we need to find.
- Note that, the digits in the RHS will be equal to the number of zeroes in the base.
- Lastly, to find the LHS, add or subtract the number with the number whose square we need to find. This depends on the relationship with the base.
Q. Find the square of the given numbers using the Base Squaring Method.
- 91
- 94
- 95
- 97
- 99
- 102
- 105
- 107
- 109
- 110
- 992
- 995
- 997
- 998
- 999
- 1003
- 1005
- 1007
- 1009
- 1010
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Answer Key
Answers
- 8281
- 8836
- 9025
- 9409
- 9801
- 10,404
- 11.025
- 11,449
- 11,881
- 12,100
- 9,84,064
- 9,90,024
- 9, 94,009
- 9,96,004
- 9,98,001
- 10,06,009
- 10,10,025
- 10,14,049
- 10,18,081
- 10,20,100
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