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next Note Other than for 1, every other set of tiles can be arranged as a rectangular array in at least 2 ways, namely either as 1 row or 1 column (in the language of factors and products this simply states that n = n Ã 1 = 1 Ã n). However, for some sets of tiles these are the only 2 ways in which they can be arranged in a rectangular array, and for other sets of tiles there are additional ways. Â© Math As A Second Language All Rights Reserved