What is the definition of hyphen notation?

Hyphen notation refers to the use of hyphens (-) to represent a range or sequence within a specific context. It is commonly used in:

1. Numerical Ranges:

* Dates: 2023-2025 (represents the years from 2023 to 2025 inclusive)

* Numbers: 5-10 (represents the numbers from 5 to 10 inclusive)

* Page numbers: pp. 12-15 (represents pages 12 through 15)

2. Alphabetical Ranges:

* Letters: A-Z (represents all letters from A to Z)

* Words: cat-dog (represents words starting with "cat" and ending with "dog", potentially including words like "caterpillar", "castle", etc.)

3. Compound Words:

* Combining words: self-esteem, well-being, state-of-the-art

* Word modifications: pre-existing, non-profit

4. Scientific Nomenclature:

* Chemical compounds: C6H12O6 (representing glucose)

* Computer programming: `x-y` (in some programming languages, this could represent subtracting 'y' from 'x')

It's important to note: Hyphen notation can have different meanings depending on the context. For example, in a mathematical equation, `x-y` might indicate subtraction, while in a file path, `folder-name` might represent a directory name.

Overall, hyphen notation is a versatile way to convey ranges, sequences, and compound words, making it a valuable tool in various fields.