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Bounded Interval

A bounded interval, in mathematics, refers to a range or an interval that has both a minimum and a maximum value. It is a closed interval where the minimum and maximum values are included as part of the interval.

Senses and Usages

1. Mathematics: In mathematics, a bounded interval is a subset of the real number line specifying a range between two numbers, including both the endpoints.
2. Geometry: In geometry, a bounded interval can represent a closed line segment with distinct starting and ending points.
3. Computer Science: In computer science, a bounded interval can be used in algorithms and data structures for tasks such as searching, sorting, or indexing.

Sample Sentences

• The value of x lies within the bounded interval [2, 6].
• She defined a bounded interval to limit the scope of her research.
• In geometry, a bounded interval can be represented by a line segment.

Related Products

To learn more about bounded intervals, you can check out the following related products on Amazon:

• Bounded Interval Mathematics Books
• Bounded Interval Geometry Textbooks
• Books on Algorithms and Bounded Intervals