Question

Comparati numerele: 3la22 2la33

Answer 1

[tex]3^{22}=(3^2)^{11}=9^{11}\\ 2^{33}=(2^3)^{11}=8^{11}\\ 3^{22}\ \textgreater \ 2^{33}[/tex]

Answer 2

$3^{22}$ ⇵ $2^{33}$
33-22=11
$(3^{2})^{11}$ = $9^{11}$
$(2^{3})^{11}$ = $8^{11}$
  ⇒ 3²² > 2³³