quadriert

Quadriert is the past participle of the German verb quadrieren, meaning to square a number or an algebraic expression. In mathematics, quadrieren refers to raising a quantity to the second power; the result is the square of that quantity. The operation is commonly denoted by the exponent 2, as in x^2, or by the notation (x)^2. The English equivalent is to square or squared.

In German-language mathematics, one may see phrases such as “a quadriert ergibt a^2” or “a quadriert ist a^2.” An example is “3 quadriert ergibt 9” (3 squared equals 9). The noun form Das Quadrat refers to the square itself or to the result of squaring.

The term is primarily used in German texts and discussions of algebra, geometry, and related topics. In English, quadriert is not used; the standard term is squared. Etymology traces quadrieren to Quadrat (square), which in turn derives from Latin quadratus. Related concepts include exponentiation, powers, and the geometric interpretation of area as the square of a side length.