Homotecia rombo

ACTIVIDADES
[size=85][list=1][*]Al abrir el recurso, nos encontramos 2 rombos con distintos tamaños. Con la ayuda del deslizador, mueve el botón negro situado en él. ¿Qué les pasan a los rombos del recurso? ¿Se desplazan o están fijos en el plano? ¿A simple vista, presentan alguna característica igual?  [/*][*]El deslizador nos indica la razón de proporcionalidad existente entre ambos rombos. Pero ¿qué significa en realidad "razón de proporcionalidad"?  [/*][*]Ahora, con la ayuda del deslizador, marca una razón de proporcionalidad igual a 1. ¿Qué observas? ¿Qué les ocurre a los rombos? ¿Qué nombre recibe este tipo de transformación, es decir, cuando la razón es igual a 1?  [/*][*]A continuación, realiza el mismo movimiento explicado anteriormente, pero usando una razón de proporcionalidad igual a 2,5 y otra igual 0,3. ¿Qué observa cuando la razón de proporcionalidad es 2,5? ¿Y cuándo es 0,3? ¿Qué nombre recibe este tipo de transformación, es decir, cuando la razón es inferior a 1? ¿Y cuándo es superior a 1?  [/*][*]Por tanto, ¿existe algún punto fijo situado en el plano? ¿qué función cumple este punto? [br][/*][/list][/size]
Semejanza de figuras: rombo
RESOLUCIÓN
[size=85][b]FICHA: TRABAJAMOS LA TRANSFORMACIÓN DE HOMOTECIA [br][/b][i]1. Al abrir el recurso, nos encontramos 2 rombos con distintos tamaños. Con la ayuda del deslizador, mueve el botón negro situado en él. ¿Qué les pasan a los rombos del recurso? ¿Se desplazan o están fijos en el plano? ¿A simple vista, presentan alguna característica igual? [/i][br]Una vez dentro del recurso indicado anteriormente esto es lo primero que visualizamos: [br][img]data:image/png;base64,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[/img] [br]Primero, seleccionaremos el punto negro del deslizador y lo moveremos. [br][img]data:image/png;base64,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[/img][img]data:image/png;base64,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[/img] [br]Al moverlo observamos que el rombo situado inicialmente a la derecha se hace más grande ampliándose a la derecha o más pequeño dirigiéndose hacia la izquierda. Este es el único que se desplaza, el otro se mantiene fijo. A simple vista podemos apreciar que los ángulos de los vértices de los dos rombos son iguales, es decir, que el ángulo de A’, B’, C’ y D’ es el mismo que el de A, B, C y D, respectivamente.  [br][br][i]2. El deslizador nos indica la razón de proporcionalidad existente entre ambos rombos. Pero ¿qué significa en realidad “razón de proporcionalidad”? [/i][br]La razón de proporcionalidad es la relación que existe entre los dos rombos que tienen la misma forma, pero tamaños distintos. Por lo que, es el factor por el cual se multiplica cada dimensión de una figura para obtener las dimensiones correspondientes de la otra figura. [br][br][i]3. Ahora, con la ayuda del deslizador, marca una razón de proporcionalidad igual a 1. ¿Qué observas? ¿Qué les ocurre a los rombos? ¿Qué nombre recibe este tipo de transformación, es decir, cuando la razón es igual a 1? [/i][br]Ahora nos colocamos encima del deslizador y movemos el botón hasta que d=1. [br][img]data:image/png;base64,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[/img] [br]Podemos observar que queda un rombo sobre otro de forma que solo se aprecia uno y son iguales, es decir, tienen las mismas medidas y forma. Este tipo de transformación se llama identidad.  [br][br][i]4. A continuación, realiza el mismo movimiento explicado anteriormente, pero usando una razón de proporcionalidad igual a 2,5 y otra igual 0,3. ¿Qué observas cuando la razón de proporcionalidad es 2,5? ¿Y cuándo es 0,3? ¿Qué nombre recibe este tipo de transformación, es decir, cuando la razón es inferior a 1? ¿Y cuándo es superior a 1? [/i][br]Para ello moveremos el botón del deslizador hacia la derecha hasta que indique que d=2.5 [br][img]data:image/png;base64,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[/img] [br]Ahora moveremos el botón hacia la izquierda hasta que d=0.3. [br][img]data:image/png;base64,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[/img] [br]Cuando la razón de proporcionalidad es igual a 2.5 la figura es de mayor tamaño que la original. Cuando la razón de proporcionalidad es igual a 0.3, la figura es de menor tamaño que la original. Si la razón de proporcionalidad es menor que 1 se trata de una transformación de contracción y si es mayor que 1 se trata de una transformación de expansión. [br][i][br]5. Por tanto, ¿existe algún punto fijo situado en el plano? ¿qué función cumple este punto? [/i][br]Sí, el punto E siempre se mantiene fijo de forma que se encuentra en línea recta con los vértices A y A’, B y B’, C y C’. D y D’. De esta forma, la distancia entre el punto A y el punto E es la misma que la del punto E y el punto A’ multiplicada por la razón de proporcionalidad, es decir, EA= d*EA’. [br][/size]

Informatie: Homotecia rombo