Question

COULD SOMEONE HELP ME PLEASE!!???!?!?!

Answer 1

Answer:

I would say B.

Step-by-step explanation:

When you are factoring out, you have to count how many times you do it and incorporate that with what you are factoring out.

Answer 2

Answer:

C 18x^2y^2  ( 3xy^2) ^ 1/3

Step-by-step explanation:

3x * (648 x^4y^8) ^ (1/3)

We know that we can separate these into separate roots

3x * (648 )^ 1/3 (x^4) ^1/3 ( y^8) ^ (1/3)

The a power to a power means the powers are multiplied a^b^c = a^(b*c)

3x * (648 )^ 1/3 (x^4/3)  ( y^8/3)

Breaking these into pieces

3x (8 )^ 1/3 (27)^ 1/3 (3)^1/3  (x^3/3) x ^ 1/3  * y ^ 6/3  y ^2/3

3x *2 *3 * 3^1/3  * x * x^1/3  * y^2 * y^2/3

Taking the pieces outside the root and inside the root

3x *2 *3 *   * x *   * y^2 *  3^1/3   * x^1/3   * y^2/3

18x^2y^2  ( 3xy^2) ^ 1/3