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Math · Calculus
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Identify any extrema of the function by recognizing its given form or its form after completing the square. Verify you results by using the partial derivatives to locate any critical points and test for relative extrema. f(x, y 1) Because s can be seen that X then f(x, y X thus The value of f equal to Select all that apply) a relative maximum value for f an absolute maximum for f an absolute minimum value for f a local maximum value for f a local minimum value for f The answer is not shown not enough information is given not a relative extrema for a relative minimum value for f where the point f any) (x, y, z) (Select all that apply) not a relative extrema point for a relative maximum point for f a saddle point for f an absolute minimum point for f an absolute maximum point for f None of these a local maximum point for f a relative minimum point for f a local minimum point for f not enough information is given

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