f(x, y) = (x² − 49)² – (y² – 9)² - A) f(0, 3) = 2401, local maximum; f(0, -3) = 2401, local maximum; f(7,0) = -81, local minimum; f(-7, 0) = -81, local minimum B) f(0, 0) = 2320, saddle point; f(0, 3) = 2401, local maximum; f(0, -3) = 2401, local maximum; f(7,0) = -81, local minimum; f(7,3)=0, saddle point; f(7,-3) = 0, saddle point; f(-7,0) = -81, local minimum; f(-7, 3) = 0, saddle point; f(-7, -3)=0, saddle point C) f(0, 0) = 2320, saddle point; f(7,3)=0, saddle point; f(7, -3) = 0, saddle point; f(-7,3)= 0, saddle point; f(-7, -3) = 0, saddle point D) f(0, 0) = 2320, saddle point; f(0, 3) = 2401, local maximum; f(7,0) = -81, local minimum

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