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[/img][br][b]42 altura de un poste[/b] Un poste de 50 pies proyecta una sombra como se muestra en la figura.[br][br]primero: analizamos el ejercicio, tener en consideración que nos pide el ejercicio, para el literal a, hay que expresar el ángulo en función de s, s seria la sobra que se forma por la posición del sol.[br][img]data:image/png;base64,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[/img][br][br]usando las funciones inversas podemos expresar el ángulo en función de s. [br][br][b]a) [/b][b]Exprese el ángulo de elevación [math]\theta[/math]del[/b][b] Sol como función de la longitud s de la sombra.[/b][br][math]tan\theta=\frac{CO}{CA}[/math][br][math]tan^{-1}tan\theta=tan^{-1}\frac{50}{s}[/math][br][math]\theta=tan^{-1}\binom{50}{s}[/math][br][br]segundo: [br]analizamos el ejercicio y nos percatamos que nos pide, en este literal nos pide encontrar el ángulo cuando la s, sombra, mide 20 pies, identificamos los catetos.[br][img]data:image/png;base64,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[/img][br]tenemos:[br]cateto opuesto: 50 pies[br]cateto adyacente:20 pies [br]como tenemos el C.O y C.A aplicamos tangente y para después despejar el ángulo y aplicando la inversa.[br][br][b]b) [/b][b]Encuentre el ángulo [math]\theta[/math] de[/b][b] elevación del Sol cuando la sombra es de 20 pies de largo.[br][img]data:image/png;base64,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[/img][/b][br][br][math]tan\theta=\frac{CO}{CA}[/math] [br][math]tan\theta=\frac{50}{20}=\frac{5}{2}[/math][br][math]tan^{-1}\left(tan\theta\right)=tan^{-1}\binom{5}{2}[/math] simplificamos tan y nos queda nomas el ángulo [br][math]\theta=tan^{-1}\binom{5}{2}[/math][br][math]\theta=68.2°[/math]