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(Solved): Let y be a function of x. Find y'(x). Leave your answers unsimplified. (a) y = arcsin(arctan (2a7x)) ...



Let y be a function of x. Find y'(x). Leave your answers unsimplified. (a) y = arcsin(arctan (2a7x)), a € R (b) y =(√2) (c) y = X esecx+cos et I

Let \( y \) be a function of \( x \). Find \( y^{\prime}(x) \). Leave your answers unsimplified.
(a) \( y=\arcsin (\arctan (2
Let be a function of . Find . Leave your answers unsimplified. (a) (b) (c)


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(a). given that the function is defined as   


Differentiate both sides of the equation.
  

The derivative of    with respect to    is   .
  

Differentiate the right side of the equation.
  

Reform the equation by setting the left side equal to the right side.
  

Replace    with   .
  
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