Question

Cum sunt 441, 625, 11 la puterea a 6, 2 la puterea 64, 23 la puterea 32 scrise ca patrate perfecte?

Answer 1

$\sqrt{441} =21; 441=21^{2}=21*21; \\ \\ \sqrt{625} =25; 625=25^{2} =25*25; \\ \\ 11 ^{6} =11^{3+3} =11^{3}*11^{3} ; \\ \\ 2^{64} =2^{32+32} =2^{32} *2^{32}; \\ \\ 23 ^{32} =23^{16+16} =23 ^{16} *23 ^{16}$