Given sin(x?y²) + y³ = x + y , using implicit differentiation for partial derivative show dy that dx 1-2xy?cos(x²y²) 2x?ycos(x²y²)+3y²-1

Q: What is the derivative of y = sin (x³ sin (x³ – 3x)?

A:

Q: Calculate the derivative indicated in the figure below

A: rs=s, 2s, s2

Q: Find the derivative. y=(x2+x)-3 OA. dy 3x5 (2-x³) dx (1+x³)3 OB. dy_3x4 (2-x³) (1+x³)3 dx 5C 31 ...

A:

Q: y=u (1+u³)* and u = (3x - 2)²

A:

Q: Find the derivative of y with respect to x if y = (8x2 - 16x + 16) ex. dy dx =

A: y=8x2-16x+16ex

Q: compute the derivative : y = cos(cos(cos(θ)))

A: the given function is: y=coscoscosθ we have to find the derivative of the given function.

Q: Use implicit differentiation to find x³ + 3x?y + y° = 8 * + 3xy O A. * +y * + 2xy x² +y? OB. * + 2xy…

A: To find the derivative.

Q: Find the derivative of r = In (cos" x).

A:

Q: Find the derivative y = 0 [ 10 O A. O B. OC. O D. D. cos √t dt 10x⁹ cos (x5) 9 - sin (x5) - 1 dy dx…

A: