Question

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

• A. $9025$
• B. $9125$
• C. $8025$
• D. $8125$

Answer 1

The correct option is A $9025$

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 $9025$.