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Show that there are no magic squares of order greater than one if we require each...

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Advance Math

Show that there are no magic squares of order greater than one ifwe require each row, column and diagonal to have a constantproduct.

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Consider a magic square of or der 2 as follows a b c d First row product a X b First column product a X c Given Row product Column product So we get a X b a X c So either a    See Answer
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