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Resolver una raíz cuadrada de manera fácil no es complicado si llegamos a entender el concepto de esta operación, la explicación y la manera de resolverla.
En matemática, la raíz cuadrada de un número x, es el número y que al ser multiplicado por sí mismo — elevarlo al cuadrado — resulta en x nuevamente, por tanto y2=x sería una ecuación equivalente.1​ Es la radicación de índice 2 o, equivalentemente, la potenciación con exponente 1⁄2.
In mathematics, the square root of a number x, is the number and being multiplied by itself - squaring - results in x again, therefore y2 = x would be a equivalente.1 equation Is filing index 2 or, equivalently, augmentation with exponent 1/2.
The square root concept can be extended to any algebraic ring, so you can define the square root of a negative real number or the square root of some matrices. Quaternionic numbers in negative real support an infinite number of square roots, however different the rest of zero quaternions allowed only two square roots. In the non-commutative ring actual real variable functions with the addition and composition of functions if fºf = g, it can be stated that f is the "square root" of g.2

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