Absolute Value Symbol (|x|)

|x| is the form covered by Absolute Value Symbol. Its encoded identity is U+007C U+0078 U+007C (VERTICAL LINE + LATIN SMALL LETTER X + VERTICAL LINE). Absolute value is written with vertical bars around an expression, such as |x|. The notation gives a nonnegative magnitude on the real number line and can represent modulus or related concepts in other fields. Representative uses of |x| include −5; = 5; x; < 3. They keep Absolute Value Symbol tied to Equations, Proofs, Technical documents, Math education rather than to a broad visual resemblance. Absolute Value Symbol uses a narrow character-lookup scope. For Absolute Value Symbol, the surrounding expression supplies the domain, operands, and reading, so |x| should not be interpreted outside the formula or proof that defines it. Related marks need their own identity and explanation. The Absolute Value Symbol review flags these problems: Using parentheses instead of vertical bars when absolute value is intended; Confusing; x. Each one can change the encoded text, notation, or reader interpretation of |x|. The Absolute Value Symbol web encodings are | x | and | x |, with CSS escape 7C 78 7C. Test both the rendered |x| and its underlying text value. A practical Absolute Value Symbol question is “What is the absolute value symbol?” The reviewed answer is: Absolute value is written with vertical bars around an expression, such as |x|. Absolute Value Symbol input can be checked with these methods. Windows: Copy |x| from this page or build the complete sequence in Word or an equation editor; it is not a single code point. macOS: Copy |x| from this page or build the complete sequence in the target editor; it is not a single code point. Before approving Absolute Value Symbol, inspect the code points, the visible form |x|, the nearby wording, and the destination’s accessibility behavior.