This program illustrates the upper_bound() member function for sets. The upper
bound of a value, in a sequence of values in ascending order, is the value at
the last location where the given value could be inserted without destroying
the order of the sequence. Equivalently, it is the first value in the sequence
that is > the given value, if such a value exists; otherwise it is the end of
the sequence, or the conceptual but non-existent "one-past-the-last" value.
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Here are the values in our set: 2 4 6 8 10
The upper bound of 0 is 2.
The upper bound of 2 is 4.
The upper bound of 5 is 6.
The upper bound of 6 is 8.
The upper bound of 10 is at the end of the range.
The upper bound of 12 is at the end of the range.
Press Enter to continue ...