Check the continuity of the function
f: R^2to R at(0,0) , where f is defined by
f(x,y)= e^(2x+y) + tan x
Since
then the function f(x,y)=e2x+y+tanxf(x, y)=e^{2x+y}+\tan xf(x,y)=e2x+y+tanx is continuous at (0,0).(0, 0).(0,0).
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