Sudoku #1

Puzzle #1

All the nine digits are arranged here so as to form four square numbers:

9,         81,            324,            576

            How would you put them together so as to form a single smallest possible square number and a single largest possible square number ?

Magical Square of Number Ending with 5's

I believe everyone of you must have experienced, a situation of squaring number ending with 5's after putting a lot of efforts. But did you knew that there is a very easy and shortcut method to find it out. So let's discuss it..
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Let us take an example :

25^2

To find out the square, write 25 at last.

_ 25

Now multiply the other part of number by the next one in series.

2 x 3 = 6

Therefore, the number being ...

25^2 = 625

Introduction to " Math's Trivia "

Before starting this, most probably, a never-ending journey of learning mathematics in a different way with puzzles, shortcuts from Vedic mathematics, some amazing facts related to Maths and much more. Let me discuss what was the idea behind making this amazing blog.

I searched a lot, the Internet for stuff that was genuinely meant for people loving maths. But I found no relevant matters. Therefore, I came up with an idea of making my own blog making it a place where people with common interest can have some fun...

I have an idea of making the pattern of postings on this blog a bit systematic. That is having fixed days for a particular type of articles and puzzles

So...

I look forward for ideas from your side to combine them with mine.

Till then enjoy the way in which I'll post my postings...