Question

what expression equals to ^3√24x^7y^6

Answer 1

\[\sqrt[3]{24}x ^{7}y ^{6}\]

Answer 2

is there a list of options?

Answer 3

\[2x ^{3}y ^{3}\sqrt{3x}\]

Answer 4

\[6xy ^{3}\sqrt{2xy}\]

Answer 5

I suspect the cube root in the original problem covers all items and not just 24.

Answer 6

\[x ^{6}y ^{63}\sqrt{36}\]

Answer 7

Is it \(\Large \sqrt[3]{24}x ^{7}y ^{6} \) or \(\Large \sqrt[3]{24x ^{7}y ^6} \) ?

Answer 8

those aren't on the answer choices :/

Answer 9

No I am asking about the question.

Answer 10

OH HAHA. yeah i got it lmao its the first one

Answer 11

its \[\sqrt[3]{24x ^{7}}y ^{6}\]

Answer 12

\( \Large
\sqrt[3]{24x ^{7}} * y ^{6} = \sqrt[3]{8*3*x*x ^{6}} *y ^{6} =
\sqrt[3]{(2x^2)^3*3x}*y ^{6} = \\ \Large
2x^2\sqrt[3]{3x}*y ^{6} \\ \Large
\)

Answer 13

Can you post a screenshot of the question?

Answer 14

It was as I suspected all along. It was the second alternative I asked you about earlier. The question is: \(\Large \sqrt[3]{24x ^{7}y ^6}\)

\(
\Large
\sqrt[3]{24x ^{7}y^6} = \sqrt[3]{8*3*x*x ^{6}y^6} =
\sqrt[3]{(2x^2y^2)^3*3x} = \\ \Large
2x^2y^2\sqrt[3]{3x} \\ \Large
\)

Answer 15

yea i agree....... just saw y^6...... cuberoot it is y^2..... simple easy 2 seconds...lol