Sagot :
Bonjour,
[tex]32^{16} = (2 \times 16)^{16} = 2^{16}16^{16} = 2^{4 \times 4}16^{16} \\\\\\=(2^4)^416^{16} = 16^416^{16} = 16^{4+16} = 16^{20}[/tex]
32^16 = (2x16)^16 = 2^16 x 16^16
Or, 2^4 = 16
Donc 32^16 = 2^16 x 2^4^16 = 2^16 x 2^64 = 2^(16+64) = 2^80 = 16^20 car 2^4 = 16
Or, 2^4 = 16
Donc 32^16 = 2^16 x 2^4^16 = 2^16 x 2^64 = 2^(16+64) = 2^80 = 16^20 car 2^4 = 16