Simplify the expression and express the answer using rational exponents. Assume that x and y denote positive numbers.xy364xy

Assuming xx and yy are both positive, write the following expression in simplest radical form.5, x, cubed, square root of, 36, x, to the power 4 , y, to the power 4 , end square root5x 3 36x 4 y 4 ​

Simplify the following expression:(2x3y)4(2xy2)3

Simplify each of the following. Express your answers with positive exponents.a ( )x2 3y43xy  ( )xy–2 2x–3y5 b x2y–3( )2xy2 3  y42x–2 c 6a3b24a4b–2  5ab3a–2b  a5b–32a–2b__________________ __________________ _______________________________________ __________________ _______________________________________ __________________ _____________________d 5x0 + ( )3x2 0 e ( )4y3 + 3x 0 f ( )12m6n–5 2( )m4n–2 3  ( )m–4n2 –2

Simplify: x2y(x − y2)+ xy2 (4xy − 2x2)−x3y(1−2y1SEE ANSWERADD ANSWER+5 PTS

Simplify.  (x3 y)3(x3 y4)