Thursday, April 2, 2026

2026/029) What is the smallest perfect square larger than 1 with a perfect square number of positive integer factors?

 $2^2$ has 3 factors and $3^2$ has 3 factors product 36 has 9 factors . Let us check if smaller square has 16 has 5 and 25 has 3 . So 36 is the smallest perfect square number having perfect square number of  positive factors

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