Advance Squaring Method (Nearer to 50)

Hello... dear students I hope that you all love the general squaring method. Now, continuing the topic today we will study Squaring nearer to 50.This topic comes under Advance Squaring  Method.

Keep practicing and stay connected........

In the next segment we will learn the method squaring nearer to 100.So, till then have a good day and take care.

General Squaring Method

Hello...... dear students Nitin Sir is back with an amazing vedic math trick to find the square of any number in seconds.Basically the method is called General squaring method.You must share this method to enhance your knowledge and speed.

So, keep practicing on daily basis and enjoy your summer holidays.Do comment on my blog about your experience and what new tricks you all want...                                                     

                                      Stay connected                                                                                           Jai Hind

Cross Multiplication 3×3

Hello.... dear students

 I hope that your exams are over and you all have done a great job in your exams. Today we are proceeding with a step ahead in cross multiplication i.e. 3×3 type.

Keep on practicing these methods and stay connected.Have a great day.... 

Cross Multiplication

Once again......

Dear students I am back with an amazing method to solve the multiplication sums quickly .This method was originally developed in India and used by Indian mathematicians for many years.

                                              CROSS MULTIPLICATION (2×2)

If its a two digit no. in the answer column just transfer the tens digit to the next column as shown in example.

Have fun and enjoy with maths.... 

Advance Square Rooting

Hey... Friends I Nitin Amlani is back with the amazing and the cool mathematical equation to solve the root sums in seconds.
       So, here we go.......
Let us take a number which is not a perfect square no.
 Suppose 372 

in which x=Any perfect square no. near to the given no.

              y=deviation from the given no.

So.. Here is the solution by the quickest method.

This method helps me a lot in solving complex square roots which are not the perfect one.