Question

(8^8×16^16)^10÷(2^2×32^32)=​

Answer 1

Răspuns:  2^719

Explicație pas cu pas:

(8^8×16^16)^10÷(2^2×32^32)=​

[(2^3)^8 x (2^4)^16]^10 : (2^2 x (2^5)^32) =

[ 2^24 x 2^64]^10 :  (2^2 x 2^150) =

[ 2^(24+64)]^10 : 2^(2+159) =

(2^88)^10 : 2^161 =

2^(88x10) : 2^161 =

2^880 : 2^161 =

2^(880-161) =

2^719