Let \ \ h(x,y)=x^3-6x^2-3y^2\ \ . Find all critical points of \ \ f\ \ ? Then classify each as either a relative maximum, minimum, saddle point, or neither.
1 Answer
Jun 3, 2018
Please see the explanation below
Explanation:
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The function is
The first derivatives are
The second derivatives are
The Hessian of
Therefore,
The point
The point