retire fatores do radicando (a) √48 (b) √720
Soluções para a tarefa
Respondido por
4
(a) Decompondo
em seus fatores primos:

Portanto,

(b) Decompondo
em seus fatores primos:

Portanto,

Portanto,
(b) Decompondo
Portanto,
Perguntas interessantes