1) Find the extreme values of the function == 8x' + 2xy - 3x² + y2 + 1 and show that only one of the two extrema can be

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answerhappygod
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1) Find the extreme values of the function == 8x' + 2xy - 3x² + y2 + 1 and show that only one of the two extrema can be

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1 Find The Extreme Values Of The Function 8x 2xy 3x Y2 1 And Show That Only One Of The Two Extrema Can Be 1
1 Find The Extreme Values Of The Function 8x 2xy 3x Y2 1 And Show That Only One Of The Two Extrema Can Be 1 (11.04 KiB) Viewed 60 times
1) Find the extreme values of the function == 8x' + 2xy - 3x² + y2 + 1 and show that only one of the two extrema can be characterised as a local minimum and neither of the extrema can be characterised as a local maximum. If x = 0, how would you characterise the curvature of zat x*?
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