Question: 10. (12 points) Define f : R2 - R by f(x,y) = -2x3+3xy2 -6y+2. Find all critical point(s) of f, and determine whether each critical

 10. (12 points) Define f : R2 - R by f(x,y)

= -2x3+3xy2 -6y+2. Find all critical point(s) of f, and determine whether

10. (12 points) Define f : R2 - R by f(x,y) = -2x3+3xy2 -6y+2. Find all critical point(s) of f, and determine whether each critical point is a point of local maximum, a point of local minimum or a saddle point

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