suppose that y is a differentiable function of x and z = sin (x5y8). Express dz/dx in terms of x, y, and dy/dx . Pick the correct form for the derivative and fill in the blanks for A, B, C, D, E, F, and G.   dz/dx = cos x5 y8A xB yC + D xF yG dy/dx    A =   B =   C =   D =  F =  G =

Q: y=2(squareroot)x X sin(squareroot)x Find the Derivative

A: Given,           y=2xsinx

Q: Find the derivative. Simplify where possible. y = sech - 1 ( e -x )

A:

Q: Find the derivative of the following functions and simplify: a. g(z) = 8 / (5z4) b. p(θ) = 4θ -…

A:

Q: Set Y1 = ex and use your calculator’s derivative command to specify Y2 as the derivative of Y1.…

A: Consider the function: y1=ex.   Calculate the derivative of the function y1=ex and let it be y2.…

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A: Our Aim is to find the derivative of the following function given below:-y=sinh(cosh x)

Q: The derivative of a function at each point is itself. y=kex

A: To find out the derivative of the function.