Ex let f (xg ) = 3 x y x 2 + 42 1 ( x,y ) # (0, 0)) O 1 x, ) =
Ex let f (xg ) = 3 x y x 2 + 42 1 ( x,y ) # (0, 0)) O 1 x, ) = 10, 0). Where is of continuous? Clearly it is continuous at (a.b) for (a b) + (0,0 ) To check continuity at 10,0 ) , need to see if 3 x 2 y - =0 ( x,41 $ 10, 0 ) x 2 + 9 2 By the squire theorem, 0
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