Justify your conclusion in terms of the derivative of the parameter transformation involved

Q: Describe what a partial derivative means geometrically.

A: Describe what a partial derivative means geometrically.

Q: What are application of 1st principle method of derivative?

A: First principle method: Differentiation from first principles: Given a function y=f(x) its first…

Q: Compute the derivative of the function f(r) = cos(x) by the difference quotient definition.

A: The given function is fx=cosx.

Q: [8] Find y' of e'sinx=y/x

A:

Q: Jse the method of Differentiation from first principle to prove that the erivative of the square…

A: Given :                f(x) = x Definition :                      f'(x) = limh→0 f(x+h)-f(x)h

Q: Use differentials to give an informal justification for the chain rules for derivatives.

A: Consider the given statement. The chain rule of derivatives is defined as. dydx=dydududx Let's take…

Q: can u use derivative on this case ?? and please show me how to finish it with derivative

A: Suppose that the length and width of the rectangular shed is   x m and y m respectively.  from the…

Q: -1 8y ¹ ($) ₁ f(x, y) = tan¯ (Duf) p = ху + 5 sin¯¹ (XY), P = (64, 8), u = 7i+6j 1024

A: Given: f(x,y)= tan-1(8y/x)+ 5Sin-1(xy/1024) Point P(64,8) Vector u= 7i+6j

Q: When does the chain rule for differentiation becomes most appropriate? Justify your findings.

A: Derivative

Q: Find an equation of the curve in the xy-plane that passes through the point (2, 3) and has, at every…

A: integration

Q: f(x) = Vx2 + 5x-

A: We have given the function;