write all points of discontinuity of greatest integer function [X] in the interval [3,1)
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f(x)=[x]<br> Case 1<br> let there be a constant (k) which is not a integer<br><br> so, f(x) is continous which is not a integer<br> Case 2<br> let there be a constant (c) ehich is a integer<br><br><br> Left Hand LimitRight Hand Limit<br> so, all integers are not continous.
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