Question: Continuous Let f : R' - R be defined as f ( x, y ) = x2+ 1/2' if (x, y) # (0, 0) 0.

Continuous Let f : R' - R be defined as f

Continuous

( x, y ) = x2+ 1/2' if (x, y) # (0,

Let f : R' - R be defined as f ( x, y ) = x2+ 1/2' if (x, y) # (0, 0) 0. if (x, y) = (0, 0) a) Determine all points where f(x, y) is continuous

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