Ramanujan Magic Square

Ramanujan Magic Square and What’s Unique in its Algorithm

In modern basic recreational mathematics, a magic square of order n numbers, usually different integers, in a square, such that the n numbers in all rows, all columns, and both diagonals sum to the same positive number. A trivial magic square contains the integers from 1 to.  But in Ramanujan Magic Square the unique thing is the numbers on the topmost layers is his birthday: “22/12/1887.” Here in this article, will show you how to make a magic square out of your own birthdate. Check the main reasons what is unique about ramanujan magic square.

Ramanujan Magic Square and Its Algorithm

The term “magic square” is also sometimes used to refer to any of the various types of word puzzles.

Srinivasa Ramanujan was an Indian mathematician. He had almost no formal experience in mathematics but made upheld contributions to theoretical mathematics, number theory, infinite series, and continued fractions. When he was 11 and half years old, someone gave him a book on trigonometry, and he learned by himself.

Ramanujan Magic Square
Ramanujan Magic Square

In his teenage years, a friend of his family gave him a math encyclopedia with around 7,000 theorems. That was all the math training he had, where today’s kid passed the class 10th examination. At age 23, Ramanujan generated a formula that would calculate all primes up to 100,000,000. He then was invited to move to Cambridge city and there he proved or conjectured over 3,000 results, including the best algorithms we have to this day for generating the digits of.

Check: Applications of graph theory in day to day life

Srinivas died at age 32. Ramanujan created a super magic square. The upper row is Ram’s birthdate (22 December 1887). This is a unique magic square because not only do the rows, columns, and diagonals add up to the same number, but the four corners, the four middle squares (17, 9, 24, 89), the first and last rows two numbers in middle (12, 18, 86, 23), and the first and last columns two middle numbers (88, 10, 25, 16)  all add up to the total of 139. Check out the one and only Ramanujan magic square is drawn below.

Seeing his enchantment square made me intrigued into making my own birthday sorcery square. My birthday is September  24, 1998, so that was my first column. At that point, I began taking a gander at Ramanujan’s sorcery square and deducted or added the distinction to each number in his enchantment square. I wound up with this…

I understood this didn’t work on the grounds that not all the lines, sections, and diagonals amount to a similar number. In addition to the fact that this was not a very enchantment square like Ramanujan’s, but rather this was not a sorcery square by any stretch of the imagination. I at that point began messing with the numbers line by line and I was then ready to get each line and section to add to a similar number (133), yet not the diagonals. Here is what my new enchantment square resembled.

I think this is a great movement to attempt. You can do this on any date! To start with, I would give it a shot on your own to check whether you can make your birthday wizardry square without the assistance of the site, simply get a pencil, paper, an adding machine. I verged on sorting mine out without the assistance of the site! At that point subsequent to investing some energy and having distinctive wizardry squares that don’t work, go to the site here and attempt to see where you turned out badly inside your birthday sorcery square!

 

I hope you like our post on “Ramanujan Magic Square and Its Algorithm.”

Leave a Reply

Your email address will not be published. Required fields are marked *