Anurupyena - Three Digit Number


Square With Anurupyena - Concepts
Class - 6th Foundation NTSE Subjects
 
 
Concept Explanation
 

Anurupyena - Three Digit Number

Square Of Three Digit Number Using Anurupyena Method: This method is used to find the square of a number.As we know that in various competitive exam calculations take a lot of time. To avoid this we can use various Vedic Maths Techniques.

Find Square of 196

Step 1: The digit at hundreds place and tens place are together assumed as x and the digit at units place is assumed as y

Here x = 19 and y = 6

Step 2: We will find square of y. Then the unit place of result 1 is the unit place of the answer and the remaining are the carry.

Result 1 = square of y = square of 6 = 36

Answer = 6

Carry = 3

Step 3: Now we will multiply x with y. Then double the result. We will then add the carry and the unit place of result 2 is prefixed in the answer and the remaining are the carry

Result 2 = 2 X x X y  + Carry = 2 X 19 X 6 + 3 = 228 + 3 = 231

Answer = 16

Carry = 23

Step 3:  We will find square of x. Then we will add the Carry. The Result 3  is prefixed to the answer.

Result 3 = square of x + Carry = square of  19 + 23 = 361 + 23 = 384

Answer: 38416

 

Sample Questions
(More Questions for each concept available in Login)
Question : 1

The square of 222 is _________

Right Option : C
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Explanation
Question : 2

The square of 437 is __________

Right Option : D
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Explanation
Question : 3

The square of 312 is _________

Right Option : C
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Explanation
 
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