Ejercicio 101.

[img]data:image/png;base64,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[/img]    Por enunciado.[br][br][img]data:image/png;base64,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[/img]   Por ley de exponentes - potencia de la potencia.[br][br][img]data:image/png;base64,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[/img]   El cuadrado de un binomio - TCP[br][br][img]data:image/png;base64,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[/img] Por identidad trigonométrica.[br][br][img]data:image/png;base64,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[/img]      Simplificando y reduciendo términos semejantes.[br][br][img]data:image/png;base64,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[/img]      Elevando al cuadrado obtenemos la respuesta.

Información: Ejercicio 101.