Question

Help ?

Answer 1

@Klaph Can you help ?

Answer 2

you going to fail I know it

Answer 3

For picture 1:

\[\sqrt{96}=\sqrt{2^5*3}=4\sqrt{6}\]
\[8\sqrt{63x^5}=8\sqrt{3^2*7*x^5}=24x^2\sqrt{7x}\]
\[\sqrt{128x^5y^2}=\sqrt{8^2*2*x^5y^2}=8x^2y\sqrt{2x}\]
\[\sqrt[3]{32}=\sqrt[3]{2^5}=2\sqrt[3]{4}\]
\[\sqrt[3]{56x^{14}}=\sqrt[3]{2^3*7*x^{14}}=2x^4\sqrt[3]{7x^2}\]