Can we define a partition for an interval which is not closed i.e. it is of the form $(a,b),(a,b]$ or $[a,b)$?
P.S. Every book has defined partition for the closed interval $[a,b].$
Can we define a partition for an interval which is not closed i.e. it is of the form $(a,b),(a,b]$ or $[a,b)$?
P.S. Every book has defined partition for the closed interval $[a,b].$
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