Ángulos en polígonos

Ángulos internos en polígonos.
La suma de los ángulos internos de un polígono de n-lados es 180º · (n - 2).[br][br]Comprueba que podemos hacer triángulos desde uno de los vértices (exactamente n-2 triángulos) de manera que la suma de los ángulos de los triángulos es igual a la suma de los ángulos del polígono.
Ángulos internos en polígonos regulares
La medida de cada ángulo en un n-ágono regular es [math]\frac{180º\cdot\left(n-2\right)}{n}[/math][br][br]Realiza las pruebas necesarias para comprobar esta fórmula
RESPONDE A LAS SIGUIENTES PREGUNTAS
Dado un icositetrágono regular, responde a las siguientes preguntas ¿Cuántos lados tiene un icositetrágono?
¿ Cuánto suman los ángulos internos del icositetrágono?
¿Cuánto mide cada ángulo interno del icositetrágono regular?

Teorema de Tales

[i]Si dos rectas cualesquiera se cortan por varias rectas paralelas, los segmentos determinados en una de las rectas son proporcionales a los segmentos correspondientes en la otra.[br][br][/i]Mueve los puntos rojo del applet que aparece a continuación para modificar la posición de las rectas. Mueve los puntos A, B y C y observa que ocurre.
Triángulos en posición de Tales
Responde ¿Son semejantes dos triángulos en posición de Tales?

Teorema de Pitágoras

En un [b]triángulo rectángulo [/b]cualquiera, la suma de los cuadrados de los catetos es igual al cuadrado de la hipotenusa.[br][br][img]data:image/png;base64,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[/img]
Demostración visual del Teorema. Mueve los deslizadores a ver que ocurre

Seno, coseno y tangente de un ángulo agudo

En un [b]triángulo rectángulo[/b] (con un ángulo recto, es decir, de 90º) se llama [b]hipotenusa[/b] al lado que no toca al ángulo recto y [b]catetos[/b] a los lados que lo tocan. [br][br]Si un cateto toca a un ángulo, que no sea el recto, se le llama [b]cateto contiguo [/b]a ese ángulo. Si no lo toca se le llama [b]cateto opuesto[/b] a ese ángulo.[br][br]Las [b]razones trigonométricas[/b] son relaciones entre los lados del triángulo y sus ángulos. El valor de estas razones sólo dependen de los [b]ángulos[/b] (ya que si los ángulos son los mismos, los triángulos que definen son semejantes y sus lados proporcionales). [br]Las razones trigonométricas básicas son tres: [b]seno[/b], [b]coseno[/b] y [b]tangente[/b].[br][br]Se definen:[br][br][img]data:image/png;base64,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[/img][br][br][br][br][br][br][br][br]
Ejemplo: Manipula las dimensiones del triángulo y el valor del ángulo. Utiliza tu calculadora para cotejar resultados
EJEMPLO:
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[/img]
Ejercicios
1.- Calcular los valores de c y d en el siguiente triángulo rectángulo:[br][img]data:image/png;base64,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[/img]
2.- Hallar el valor del ángulo en el siguiente triángulo
[img]data:image/png;base64,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[/img]
3.- Halla el valor de a en el siguiente triángulo
[img]data:image/png;base64,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[/img]

Cálculo de áreas

Áreas de figuras planas
Áreas de figuras planas II
EJERCICIOS
1.- Halla el área de un rombo de lado 30cm, sabiendo que su diagonal mide 46cm
2.- Halla el área de un triángulo equilátero de lado 8cm
3.- Hallar el área de un trapecio isósceles cuyas bases miden 37cm y 55cm, y el lado oblicuo, 14cm.

Mediatriz

Se llama [b]lugar geométrico[/b] a un conjunto de puntos que cumplen una cierta propiedad.[br][br]La [b]mediatriz de un segmento [/b]es la recta perpendicular al segmento en su punto medio. Los puntos de la mediatriz cumplen que distan lo mismo a los extremos del segmento. Por tanto:[br][br]La [b]mediatriz de un segmento[/b] es el [b]lugar geométrico[/b] de los puntos que equidistan de los extremos del segmento.
[size=150][b]EJERCICIO:[/b][/size] Realiza las siguientes acciones en el applet de GeoGebra que aparece a continuación:[br]1.- Pinta un segmento y su mediatriz.[br]2.- Selecciona un punto de la mediatriz. Traza dos nuevos segmentos que unan este punto a los extremos del segmento inicial.[br]3.- Calcula la longitud de estos segmentos.[br]Mueve los puntos que aparecen en tu construcción y observa lo que ocurre.

Ejercicios del libro

Una vez vistos todos los capítulos del tema, realiza en tu cuaderno los siguientes ejercicios del libro de texto en tu cuaderno:[br]Pág. 198. 1,2,3,4,5 y 6[br]Pág. 198. 7,8 y 9.[br]Pág. 199. 10,11,12,13 y 14.[br]Pág. 200. 21,22,24,25 y 26.[br]Pág. 201. 30,31,33,36 y 38.[br]Pág. 202. 41,42,44 y 45[br]

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