The points of discontinuity of tan x are
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It has a dicontinuous at every x for which tanx is not defined.It means for every x satisfying cos x =0 .
Thus tanx is discontinuous at every odd multiple of π/2
or at (2n+1)π/2.
It has a dicontinuous at every x for which tanx is not defined.It means for every x satisfying cos x =0 .
Thus tanx is discontinuous at every odd multiple of π/2
or at (2n+1)π/2.
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