Consider a function f(x; y) =
2x2y
x4 + y2 .
(a) Find lim
(x;y)!(1;1)
f(x; y).
(b) Find an equation of the level curve to f(x; y) that passes through the point (1; 1).
(c) Show that f(x; y) has no limits as (x; y) approaches (0; 0).
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