Question

Simplificacion de radicales
Algebra intermedia

Answer 1

Respuesta:

Explicación paso a paso:

1. $\sqrt{7^{4}.2^{3}.5^{6} } =\sqrt{7^{4} }.\sqrt{2^{3} }.\sqrt{5^{6} }$ = $7^{\frac{4}{2} } .\sqrt{2^{2}.2 }.5^{\frac{6}{2} = 7^{2}.2\sqrt{2}.5^{3}$

                  =49*125*2$\sqrt{2}$ = 12250$\sqrt{2}$

2. $\sqrt{3^{2}.6^{8}.4^{10} } =\sqrt{3^{2} }.\sqrt{6^{8} }.\sqrt{4^{10} }$ = $3*6^{\frac{8}{2} } .4^{\frac{10}{2} =3* 6^{4}*.4^{5}$

                   = 3*1296*1024 = 3981312