Magic Square Order 3x3

3x3 Magic Square

Magic Square of Order 3x3 is the first magic square order which is one of the most important magic square order in the history. It gave rise to several magic square orders of odd and prime numbers. The Magic Square Order of 3x3 is one of the odd and prime magic square which consists of three rows and columns. The puzzle requires 9 different numbers to solve the puzzle which should give the same magic constant with the addition of numbers horizontally, vertically and diagonally. The first Magic Square Puzzle found has numbers from 1 to 9 which gives a Magic Constant of 15. The examples of Magic Square of Order 3x3 has been shown below:

We can get the Standard or Secondary Magic Square of order 3x3 by adding some numbers to the above picture. For example in the picture below we can get a Magic Constant of 18 by addition of 1 to all the numbers in the cells above. This is shown in the picture below.

We can achieve Derived Magic Square of Order 3x3 by multiplication law. For example: if we multiply the above magic square puzzle by 2 we can get a Magic Constant of 36 which can be illustrated with following figure: