Okay so I have to simplify this equation using properties of exponents, and it has to be in radical form
Equation: 3x^1/3 times (8x^2)
So far I have 24 (which is correct) and it is written like this: 24^?√?^?
24 to the "?" Power (radical symbol)"?" To the "?" Power
I wrote this confusingly, if you can figure it out THANKS A LOT!!
+9466 \((3x^{\frac13})\cdot(8x^2) \\~\\ =3\cdot x^{\frac13}\cdot8\cdot x^2 \\~\\ =3\cdot8\cdot x^2\cdot x^{\frac13} \\~\\ =24\cdot x^{2+\frac13} \\~\\ =24\cdot x^{\frac73}\)
And x^(7/3) is the same thing as the cube root of ( x7 ) ....
\(=24\sqrt[3]{x^7}\)
Does that answer the question ? 
