Resolvemos triángulos rectángulos

Resolver un triángulo consiste en encontrar el valor de todos sus lados y ángulos.[br][br]Teniendo un lado y otro dato (lado o ángulo) en un triángulo rectángulo, con ayuda de las razones trigonométricas y la calculadora podemos resolver el triángulo.[br][br]CALCULADORA 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[/img][br]Con las funciones inversas Arco seno, Arco Coseno y Arco tangente podremos, dados el valor del seno, coseno o tangente, obtener el valor del ángulo
Ejercicio 1.- Cálculo de lados
Ejercicio 2.- Calcula el ángulo
EJERCICIOS
[b]1,2,3,4 pág 146[/b]

Information: Resolvemos triángulos rectángulos