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Answer to Question #79031 in Calculus for santhosh
Question #79031
If f(x,y)={x sin(1/y)+ysin(1/x), xy not=0
{0, xy=0
Then Show that the repeated limits of f do not exist. Examine the function f for simultaneous limit at the origin.
{0, xy=0
Then Show that the repeated limits of f do not exist. Examine the function f for simultaneous limit at the origin.
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