Find the second derivative of the function.

Answer

The second derivative of an implicit function can be found using sequential differentiation of the initial equation F(x,y)=0. At the first step, we get the first derivative in the form y′=f1(x,y). On the next step, we find the second derivative, which can be expressed in terms of the variables x and y as y′′=f2(x,y).

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the unknown side length of the golden rectangle with the given side length l = 9 is s = 5.56  

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step-by-step explanation: