Question

HELP PLEASE

Answer 1

\[\sqrt[3]{24}x^3y^5\]

Answer 2

@timo86m

Answer 3

what do you have to do..?

Answer 4

simplify

Answer 5

ok... so is the x and y under the cube root..?

Answer 6

idk thats why i put it up here?

Answer 7

well it just means there may be a couple of answers... as its written the number 24 under the radical can be simplified

\[\sqrt[3]{24} = \sqrt[3]{8 \times 3} = \sqrt[3]{2^3} \times \sqrt[3]{3} = 2\sqrt[3]{3}\]

Answer 8

so if thats all thats under the radical it simplifies to

\[2\sqrt[3]{3} x^3y^5\]

Answer 9

i got \[2x^3y^5\sqrt[3]{3}\]

Answer 10

thats the same answer... just the normal practice is numbers 1st then letters.

Answer 11

so i got it right?

Answer 12

yes.... I'd say so... based on the way its written.

Answer 13

thank you(: