Question

Which expression is equivalent to 3sq 256x^10 y^7

Answer 1

Hold up I’m gonna help u

Answer 2

For this case we have the following expression:

$\sqrt[3]{256x^{10}*y^{7}}$

We can rewrite it in the following way:

$\sqrt[3]{(64*4)x^{9+1}*y^{6}*y^{1}}$

Simplifying, taking into account that: $ax ^ b * ax ^ b = (a * a) x^{b+b}$, we have the following:

$4x^3*y^2(\sqrt[3]{4x*y} )$

Thus, the simplified expression is given by:

$4x^3*y^2(\sqrt[3]{4x*y} )$

Answer:

$4x^3*y^2(\sqrt[3]{4x*y} )$