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Find the square of the number $95$ using Vedic Mathematics.

  1. $9025$
  2. $9125$
  3. $8025$
  4. $8125$
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A Correct answer
Explanation
To find $(95)^{2}$
$100$ is the nearest power of $10$ which can be taken out as base.
Deviation is obtained by $95-100=-5$
Left side of the number is $95-5=90$
Since, the base is $100$, the right hand side number will have two digits and that can be obtained by taking square of deviation $-5$. So, $(-5)^{2}=25$.
Thus, the right side number will be $25$.
Hence, the required number is $9025$.