Question

NEED HELP WITH SIMPLIFYING EXPRESSION UNDER A RADICAL (PIC INSERTED)

Answer 1

You need to find any perfect square factors underneath the radical. We can then take their square root and pull it out to put it in front. So, we have:
\[\sqrt{24x^7y^2}\] y^2 is a perfect square, so pull it out and put its square root in front:
\[y \sqrt{24x^7}\] x^7 is equal to x^6 times x. x^6 is a perfect square, pull it out:
\[x^3 y \sqrt{24x}\] 24 is equal to 6 times 4. 4 is a perfect square, pull out its square root and we're done:
\[2x^3y \sqrt{6x}\]

Answer 2

oohhhhhhhh

Answer 3

u make it look so simple

Answer 4

thank you

Answer 5

wait is that 2x^3 or 2x^2? @vinnv226

Answer 6

Thats 2x^3. x^3 is the square root of x^6. Recall that taking the square root of a number is the same as halving its exponent.