Using the formula above a 3x3 magic square will have a magic constant of 15. So using the numbers from 1 - 9 (n 2) we can construct a nice normal magic square with a magic constant of 15.

Math Riddles: Find the Missing Number in these 3x3 Magic Square Logic Puzzle #1. Solution. Logic Puzzle #1. ... Also Read: Math Riddles: Find the Value of X in this Algebra Equation.

Math Riddles are fun and challenging. One who enjoys math will love to solve this algebra equation. One has to find the value of X in this algebra equation. Attempt this tricky math problem to ...

The same formula applies to semi-magic squares, which don’t meet the standard requirement that diagonals also sum to the magic number. Such an analysis can be extended to magic cubes.

The first known magic square of squares was devised by Leonhard Euler (1707–1783). He described this four-by-four array in a letter he sent in 1770 to Joseph-Louis Lagrange (1736–1813). 68 2 ...

A Dublin student has taken some of the magic out of the magic square, the familiar number puzzle that even in its simplest form can defeat most people. She has developed a method that will solve ...

Then he turned his sites on the 4x4 magic square. The numbers for that would be 0, 2, 4, 6, 8, 10, 12, 14, 16, 18, 20, 22, 24, 26,28,and 30. I look forward to seeing his solutions for that one !