Find the absolute (global) maximum and minimum values of ( f(x, y)=y^{2}+x^{2}-y-2 x ) in the closed triangular region bounded by the lines ( x=0, y=0 ), and ( y=2-x( ) in Quadrant I).

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Find the absolute (global) maximum and minimum values of  ( f(x, y)=y^{2}+x^{2}-y-2 x  ) in the closed triangular region bounded by the lines  ( x=0, y=0  ), and  ( y=2-x(  ) in Quadrant I).

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(Solved): Find the absolute (global) maximum and minimum values of \( f(x, y)=y^{2}+x^{2}-y-2 x \) in the cl ...

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