Question

3radical 64a^16

Answer 1

\[\huge\color{blue}{ \sqrt[3]{64a^{16}} }~~~~~~~~~~~~~~~~~~~~this?\]

Answer 2

yes

Answer 3

you can re-write it as.\[\huge\color{blue}{ \sqrt[3]{4^3a^{15}\times a} }\]

Answer 4

\[\huge\sqrt[3]{64a^{16}}=\sqrt[3]{64}\sqrt[3]{a^{16}}=\sqrt[3]{4\times4\times4}\sqrt[3]{a^5\times a^5\times a^5\times a}\]

Answer 5

Sorry the a is hidden on the right

Answer 6

i have to see what its equivalent to

Answer 7

\[\huge\color{orangered}{ \sqrt[3]{64a^{16}} }=\huge\color{orangered}{ \sqrt[3]{4^3a^{15} \times a }}\]\[\huge\color{orangered}{ =\sqrt[3]{4^3~~(a^5){3}~~\times a} }\]

Answer 8

Can you simplify that?

Answer 9

the last thing is supposed to be \[\huge\color{lime}{ \sqrt[3]{4^3~(a^5)~^{3} \times a} }\]

Answer 10

\[\huge\begin{array}{}&\sqrt[3]{64a^{16}}\\=&\sqrt[3]{64}\times\sqrt[3]{a^{16}}\\=&\sqrt[3]{4\times4\times4}\times\sqrt[3]{a^5\times a^5\times a^5\times a}\\=&4\times a^5\sqrt[3]a\end{array}\]

Answer 11

thank you so much!

Answer 12

Do you understand the WHOLE concept now?

Answer 13

yes

Answer 14

That means if I were to give you one more question of the same type, would you be able to solve it?

Answer 15

(Don't worry, I won't)

Answer 16

yes I know what it means

Answer 17

Glad to know, just to get me out of trouble.

Answer 18

lol ty merry christmas

Answer 19

thx u2 :D