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it is not possible. Here is a simple explanation. Let m & n be whole numbers, so m² & n² are both perfect square numbers. Now multiply them together, and:

m² * n² = (m*n)². Since m and n are both whole numbers, then m*n is a whole number, so (m*n)² is a perfect square.

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Q: Show a product of two perfect squares that is not a perfect square?
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