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Term: Unbounded Interval

Description: In mathematics, an unbounded interval refers to a range of real numbers that extends infinitely in one or both directions. It includes all values greater than or less than a specified limit without any constraints on their magnitude.

Sample sentences:

1. The unbounded interval (-∞, 5) includes all real numbers less than 5.
2. An example of an unbounded interval is (2, +∞), which includes all numbers greater than 2.
3. When graphing an unbounded interval, an open parenthesis is used to indicate that the endpoint is not included.
4. The concept of an unbounded interval is fundamental in calculus and mathematical analysis.

Possible related products on Amazon:

• Calculus Textbooks
• Mathematical Analysis Books
• Real Analysis Resources