Razón entre los lados de un triángulo rectángulo
La trigonometría se basa en la [b]semejanza entre triángulos rectángulos[/b].[br][br]Observamos que si dos triángulos rectángulos tienen un ángulo agudo en común (semejantes) la razón entre dos lados de uno de los triángulos es igual a la razón entre los lados correspondientes del otro triángulo semejante
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]
Dos relaciones entre razones trigonométricas
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[/img][br][br]Estas relaciones permiten conocer el seno, coseno y tangente de un ángulo a partir del conocimiento de uno de ellos siempre que se sepa en qué cuadrante se encuentra el ángulo
EJEMPLOS
1.- Sabiendo que [math]\alpha[/math] es un ángulo agudo y cos [math]\alpha[/math]=0,63, calcular sen [math]\alpha[/math] y tg[math]\alpha[/math] [br][br]2- Sabiendo que [math]\alpha[/math] es un ángulo agudo y tg [math]\alpha[/math]=2, calcular sen[math]\alpha[/math] y cos[math]\alpha[/math][br][math]\alpha[/math] es un ángulo agudo y cos [math]\alpha[/math]=0,63, calcular sen [math]\alpha[/math] y tg[math]\alpha[/math]
EJERCICIOS
[b]1,2,3,4,5,6 y 7 pág 139[br][br]1 y 2 pág 140 y 141[/b]
Circunferencia goniométrica
La [b]circunferencia goniométrica[/b], es una circunferencia de [color=#38761d][b]radio 1[/b][/color] con su [color=#38761d][b]centro en el origen[/b][/color] (0, 0) de un sistema de coordenadas..[br]Esta circunferencia se utiliza para obtener las [url=https://es.wikipedia.org/wiki/Raz%C3%B3n_trigonom%C3%A9trica]razones trigonométricas[/url] de cualquier ángulo , mediante la representación de [color=#38761d][b]triángulos rectángulos auxiliares[/b][/color].[br][br][list][*]Situaremos el ángulo en la circunferencia haciendo coincidir el vértice con el centro y uno de los lados con el semieje positivo de las x, el otro lado se sitúa donde corresponda abriéndose en sentido positivo (contrario agujas del reloj)[/*][*]Definimos [b](cos [/b][math]\alpha[/math][b], sen [/b][math]\alpha[/math][b]) [/b]como las coordenadas del [b][color=#38761d]punto de corte[/color][/b] del segundo lado del ángulo con la circunferencia [/*][/list]
Obtención de las razones trigonométricas para cualquier ángulo
SIGNO DEL SENO, COSENO Y TANGENTE
El signo de las razones trigonométricas dependerá del cuadrante en el que se encuentre el ángulo.[br][br][img]data:image/png;base64,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[/img]
EJERCICIOS
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Ángulos de medidas cualesquiera
ÁNGULOS NEGATIVOS
Un ángulo lleva signo negativo cuando se mide a partir del semieje positivo de las x en el mismo sentido de las agujas del reloj.[br]Ejemplo: Ángulo 300º =300-360º=-60º [color=#0b5394] [b]300º y - 60º son equivalentes[/b][/color][br][br][br][br][br][img]data:image/png;base64,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[/img]
ÁNGULOS MAYORES DE 360º
Un ángulo mayor de 360º se interpreta como un número de vueltas completas y un valor del ángulo.[br][br]Ejemplo : Ángulo 405º = 1·360º +45º , las razones trigonométricas de 405º y 45º son las mismas.[br][br][img]data:image/png;base64,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[/img]
EJERCICIO
[b]1 página 145[/b]
Relación de un ángulo con otro del primer cuadrante
SIMETRÍA DE LA CIRCUNFERENCIA
Podemos utilizar la simetría en la circunferencia Goniométrica de modo que cualquier ángulo puede relacionarse con [color=#38761d][b]un ángulo del primer cuadrante[/b][/color].
EJERCICIOS
6,7,8 Y 9 de la página 14
RESOLUCIÓN DE TRIÁNGULOS NO RECTÁNGULOS
TÉCNICA DE LA ALTURA
EJERCICIOS[br][br][b]1y 2 página 147[/b]
Teoremas del seno y del Coseno
INTRODUCCIÓN
Estos teoremas son [color=#38761d][b]atajos[/b][/color] para resolver cualquier triángulo sin tener que trazar la altura. (similares al teorema del cateto y la altura vistos en el tema anterior)
TEOREMA DEL SENO
[img]data:image/png;base64,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[/img]
DEMOSTRACIÓN DEL TEOREMA DEL SENO
TEOREMA DEL COSENO
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[/img]
DEMOSTRACIÓN DEL TEOREMA DEL COSENO
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