Find the partial derivative of the dependent variable with respect to each of the independent variables. Z= (5x2 + xy3) 5 dz EFind the partial derivative of the function with respect to each of the independent variables. f (x, y) = sin 2(4xy2 - y) . . . UA. of ay = By sin (4xy2-y) cos (4xy2 -y) ; my =2 sin (4xy2 -y) cos (4xy2 - y) O B. of = 8y sin (4xy2 -y) cos (4xy2 - y) ; of av =(16xy - 2) sin (4xy2 -y) cos (4xy2 -y) O c. of of ax = 2 sin (4xy -y) cos (4xy2 -y); =(16x -2) sin (4xy2 -y) cos (4xy2 - y) OD. of 2x =2 sin (4xy2 -y) cos (4xy2 - y);For the function f(x,y) = x ey, find f, and fy. XFind the partial derivative of the function with respect to each of the independent variables. X f(x,y) = x+y ". . OT ZX + y OT X O A. (x + y) 2 dy (x+ v)2 of y of X O B. ax - (x + y ay (x + y)2 of y of X O C. Ox = (x + V) dy ( x + y) 2 of 2x+ y of X O D. ax = - ( x + y) dy ( x + ) 2