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Identify the "Inside Function u=f(x)u = f ( x ) And the "Outside Function

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Identify the "inside function" u=f(x)u = f ( x ) and the "outside function" y=g(u)y = g ( u ) . Then find dy/dxd y / d x using the Chain Rule.
y=x22y = \sqrt { x ^ { 2 } - 2 }


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