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Find any relative extrema and saddle points: f(x,y) = xy + 4 I know my critical point is (0,0,4), but the determinant of the second

Find any relative extrema and saddle points:

f(x,y) = xy + 4

I know my critical point is (0,0,4), but the determinant of the second derivatives is 0, meaning I have to default to the definitions of extrema. The answers provided say it is a saddle point, and I want to understand why that conclusion was reached.

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