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radical notation

 

Definitions from the Web

Radical Notation

Definition: Radical notation refers to the mathematical notation used to represent square roots or higher order roots.

Sense 1: As a noun, radical notation represents the symbol used to denote a square root (√) or a radical expression.

Example Sentence: The concept of radical notation is crucial in solving complex algebraic equations.

Sense 2: As a noun, radical notation refers to the mathematical expression itself, indicating a root or radical.

Example Sentence: In the equation √x + 3 = 7, the radical notation is used to find the value of x.

Sense 3: As an adjective, radical notation describes a mathematical expression written using radicals.

Example Sentence: The student struggled with understanding the radical notation used in the advanced calculus textbook.

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