b. A function g(x, y) is defined by (1) (ii) g(x,y)=x²-2y²-2y+ + 3x²y. Show that the function g(x, y) has three stationa
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b. A function g(x, y) is defined by (1) (ii) g(x,y)=x²-2y²-2y+ + 3x²y. Show that the function g(x, y) has three stationa
b. A function g(x, y) is defined by (1) (ii) g(x,y)=x²-2y²-2y+ + 3x²y. Show that the function g(x, y) has three stationary points: (0,0), (-1,2) and (-2,1). [8 marks] Determine the types of these stationary points, give reason to your answer. [7 marks]
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