MATCHING PAIRS OF DOT PRODUCT OF 7 x 7 ORDER MAGIC SQUARE USING LOUBERE AND MEZERIAC METHODS

Abstract

 Magic square is an interesting part of Mathematics. It's well known unique properties have made it so special that many researchers have discovered more new properties. The special relationship between the sums of the numbers in the square is actually the main factors for which the square is called magic. The concept of magic square has been reviewed. Many orders have been studied. This research work is centered on the matching pairs of the dot products of magic square of order seven using De La Loubere and Bachet De Mezeriac methods. The results showed the same pattern of matching pairs, but Loubere's method is easier to construct and is more general than Mezeriac method.