Question

If f(x) is discontinuous at x=c, then limx→c-  f(x) ≠ limx→c+ f(x) True or False?

If f(x) is discontinuous at x=c, then limxc-  f(x) ≠ limx→c+ f(x)

True or False?

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Answer #1

Lim of(x) = f(as then of(x) is continuous at aaa xa Given Lim f(x) then Lim f(x) # Lim f(x) atch auct = Does not exist xyc :

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If f(x) is discontinuous at x=c, then limx→c-  f(x) ≠ limx→c+ f(x) True or False?
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