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For which values of the constant a does the function f have a local extreme value at the point (0, 0), when a ) f
For which values of the constant a does the function f have a local extreme value at the point (0, 0), whena)f(x,y)=(4x2+axy+y2)(a+x)
b)f(x,y)=ex22cos(y)+axy+x3.
Could you please present a solution in a mathematical manner rather than a verbal description?
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