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<Input><Text-field style="Text" layout="Normal"><Font encoding="UTF-8"> Transforma\303\247\303\265es Geom\303\251tricas


Uma introdu\303\247a\303\265 as transforma\303\247\303\265es aplicadas a figuras geom\303\251tricas- incluindo transla\303\247\303\243o, reflex\303\243o, rota\303\247\303\243o, estiramento e recolhimento.

[Dire\303\247\303\265es : Execute primeiramente a se\303\247\303\243o Code Resource. Embora n\303\243o haja output imediato, essas defini\303\247\303\265es ser\303\243o usadas posteriormente nessa worksheet.]

  0. C\303\263digo</Font></Text-field>
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<Group view="code" labelreference="L14" drawlabel="true" applyint="true" applyrational="true" applyexponent="false">
<Input><Text-field prompt="&gt; " style="Maple Input" layout="Normal"><Equation executable="true" style="2D Input" input-equation="" 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<Output><Text-field style="HyperlinkWarning" layout="HyperlinkWarning"><Hyperlink linktarget="http://www.maplesoft.com/support/help/errors/view.aspx?path=Warning,%20(in%20TransN)%20%60i%60%20is%20implicitly%20declared%20local" hyperlink="true"><Font style="HyperlinkWarning">Warning, (in TransN) `i` is implicitly declared local</Font></Hyperlink></Text-field>
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<Input><Text-field style="Text" layout="Normal"><Font encoding="UTF-8"> 1. Transla\303\247\303\243o


Umas das transforma\303\247\303\265es simples \303\251 a transla\303\247\303\243o. Uma transla\303\247\303\243o significa mover o objeto para uma nova posi\303\247\303\243o, movendo horizontalmente (esquerda ou direita) alguma dist\303\242ncia, e verticalmente (acima ou abaixo) alguma dist\303\242ncia. Esse \303\251 um exemplo de uma transforma\303\247\303\243o r\303\255gida que preserva o tamanho do objeto.

Aqui est\303\241 um tri\303\242ngulo laranja avermelado com um v\303\251rtice na origem. Se n\303\263s o mud\303\241ssemos de posi\303\247a\303\265 uma vez, n\303\263s obter\303\255amos um tri\303\242ngulo laranja claro, e novamente um tri\303\242ngulo amarelo.</Font></Text-field>
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<Input><Text-field style="Text" layout="Normal"><Font encoding="UTF-8">2. Rota\303\247\303\243o


Outra transforma\303\247\303\243o r\303\255gida \303\251 uma rota\303\247\303\243o. Aqui est\303\241 um exemplo de um quadrado girado no sentido anti-hor\303\241rio. Observe como a orienta\303\247\303\243o do quadrado muda durante a rota\303\247\303\243o. No final, esta quase de cabe\303\247a para baixo.</Font></Text-field>
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<Input><Text-field style="Text" layout="Normal"><Font encoding="UTF-8">Aqui est\303\243o diferentes formas com rota\303\247\303\265es aplicadas.
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<Input><Text-field style="Text" layout="Normal"><Font encoding="UTF-8">3. Reflex\303\243o Atrav\303\251s de uma Linha


N\303\263s olharemos agora reflex\303\265es atrav\303\251s de uma linha.


         Reflection Atrav\303\251s dos Eixos  X &amp; Y

Primeiro n\303\263s definimos duas linhas que representamos eixos x e y.</Font></Text-field>
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<Input><Text-field style="Text" layout="Normal"><Font encoding="UTF-8">Depois, n\303\263s refletimos um objeto, nesse caso um tri\303\242ngulo, atrav\303\251s do eixo x, do eixo y, e ambos, ent\303\243o n\303\263s desenhamos o tri\303\242ngulo e tr\303\252s reflex\303\265es.</Font></Text-field>
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<Input><Text-field style="Text" layout="Normal"><Font encoding="UTF-8">Reflex\303\243o Atrav\303\251s de Linhas Diagonais


N\303\263s podemos fazer refletir um objeto atrav\303\251s de qualquer linha. Aqui est\303\243o quatro reflex\303\265es. Uma atrav\303\251s de cada linha, e depois um reflex\303\243o dupla sobre uma linha depois a outra.</Font></Text-field>
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<Input><Text-field style="Text" layout="Normal"><Font encoding="UTF-8">4. Reflex\303\243o Atrav\303\251s de um Ponto


\303\211 tamb\303\251m poss\303\255vel refletir um objeto atrav\303\251s de um ponto. A maneira pela qual isto \303\251 feito \303\251 desenhar uma linha de cada v\303\251rtice da forma, digamos um tri\303\242ngulo, atrav\303\251s do ponto de reflex\303\243o. Depois se voc\303\252 medir a mesma dist\303\242ncia no lado oposto da linha para cada uma das tr\303\252s linhas, ir\303\241 definir os tr\303\252s novos pontos. Esses pontos definem um tri\303\242ngulo onde a reflex\303\243o acontece atrav\303\251s do ponto.

Aqui est\303\241 um tri\303\242ngulo refletido atrav\303\251s de tr\303\252s pontos diferentes. O tri\303\242ngulo vermelho \303\251 o original. Voc\303\252 pode ver os pontos e as reflex\303\265es do tri\303\242ngulo.</Font></Text-field>
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<Input><Text-field style="Text" layout="Normal"><Font encoding="UTF-8">Outra transforma\303\247\303\243o \303\251 reduzir ou ampliar um objeto. N\303\263s o tornamos maior ou menor -mantendo a mesma forma mas modificando todas as dimens\303\265es juntamente com o per\303\255metro e \303\241rea. Esse tipo de transforma\303\247\303\243o n\303\243o \303\251 uma transforma\303\247\303\243o r\303\255gida, mas ela preserva \303\242ngulo e forma. A original \303\251 em cinza, a verde escura \303\251 a vers\303\243o diminu\303\255da, e a verde clara \303\251 a vers\303\243o expandida do objeto.
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</Group>
<Group view="code" labelreference="L243" drawlabel="true" applyint="true" applyrational="true" applyexponent="false">
<Input><Text-field prompt="&gt; " style="Maple Input" layout="Normal"><Equation executable="true" style="2D Input" input-equation="" display="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">LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzZNLUkjbWlHRiQ2JVEkb2JqRicvJSdpdGFsaWNHUSV0cnVlRicvJSxtYXRodmFyaWFudEdRJ2l0YWxpY0YnLUkjbW9HRiQ2LVEifkYnL0YzUSdub3JtYWxGJy8lJmZlbmNlR1EmZmFsc2VGJy8lKnNlcGFyYXRvckdGPS8lKXN0cmV0Y2h5R0Y9LyUqc3ltbWV0cmljR0Y9LyUobGFyZ2VvcEdGPS8lLm1vdmFibGVsaW1pdHNHRj0vJSdhY2NlbnRHRj0vJSdsc3BhY2VHUSYwLjBlbUYnLyUncnNwYWNlR0ZMLUY2Ni1RKiZjb2xvbmVxO0YnRjlGO0Y+RkBGQkZERkZGSC9GS1EsMC4yNzc3Nzc4ZW1GJy9GTkZTRjUtRiw2JVElc3RhckYnRi9GMi1GNjYtUSI6RidGOUY7Rj5GQEZCRkRGRkZIRlJGVEY1RjUtRiw2JVEibkYnRi9GMkY1Rk9GNS1JI21uR0YkNiRRIjVGJ0Y5RlgtSSdtc3BhY2VHRiQ2Ji8lJ2hlaWdodEdRJjAuMGV4RicvJSZ3aWR0aEdGTC8lJmRlcHRoR0Zhby8lKmxpbmVicmVha0dRKG5ld2xpbmVGJy1GXW82JkZfb0Zib0Zkby9GZ29RJWF1dG9GJy1GNjYvUSRmb3JGJy8lJWJvbGRHRjEvRjNRJWJvbGRGJy8lK2ZvbnR3ZWlnaHRHRmNwRjtGPkZARkJGREZGRkhGSkZNRjUtRiw2JVEiakYnRi9GMkY1LUY2Ni9RJWZyb21GJ0ZgcEZicEZkcEY7Rj5GQEZCRkRGRkZIRkpGTUY1LUZpbjYkUSIxRidGOUY1LUY2Ni9RI3RvRidGYHBGYnBGZHBGO0Y+RkBGQkZERkZGSEZKRk1GNUZlbkY1LUY2Ni9RI2RvRidGYHBGYnBGZHBGO0Y+RkBGQkZERkZGSEZKRk1GNS1GLDYlUShzdHJldGNoRidGL0YyLUkobWZlbmNlZEdGJDYkLUYjNjNGNS1GLDYlUSJQRidGL0YyLUY2Ni1RJyZzcGFyO0YnRjlGO0Y+RkBGQkZERkZGSEZSRlRGZnAtRjY2LVEiLEYnRjlGOy9GP0YxRkBGQkZERkZGSEZKL0ZOUSwwLjMzMzMzMzNlbUYnRjVGNUYrRmNyRjVGNUZmcEZjckY1LUYsNiVRIkFGJ0YvRjIvJStleGVjdXRhYmxlR0Y9RjlGOUZYRjUtRjY2L1Ejb2RGJ0ZgcEZicEZkcEY7Rj5GQEZCRkRGRkZIRkpGTUZYRlxvRmlvLUYsNiVRJWRyYXdGJ0YvRjItRmlxNiQtRiM2LC1GaXE2Ji1GIzYrRistRmlxNiQtRiM2JS1GLDYlUSRjcjJGJ0YvRjJGXHNGOUY5RmNyRjUtRiw2JVEkc2VxRidGL0YyLUZpcTYkLUYjNiwtRiw2JVEjb3BGJ0YvRjItRmlxNiQtRiM2JS1GaXE2Ji1GIzYoRl1yRmByRmZwLUZpcTYkLUYjNictRiw2JVEmY29sb3JGJ0YvRjItRjY2LVEiPUYnRjlGO0Y+RkBGQkZERkZGSEZSRlQtRiw2JVEmYmxhY2tGJ0YvRjJGXHNGOUY5RlxzRjlGOS8lJW9wZW5HUSJbRicvJSZjbG9zZUdRIl1GJ0Zcc0Y5RjlGY3JGZnBGXHZGXHEtRjY2LVEjLi5GJ0Y5RjtGPkZARkJGREZGRkgvRktRLDAuMjIyMjIyMmVtRidGTUZlbkZcc0Y5RjlGNUZcc0Y5RjkvRmN2USJ8ZnJGJy9GZnZRInxockYnRmNyRjUtRiw2JVElYXhlc0YnRi9GMkY1Rlx2RjUtRiw2JUY6Ri9GMkZcc0Y5RjktRjY2LVEiO0YnRjlGO0ZmckZARkJGREZGRkhGSkZURlxzRjk=</Equation></Text-field>
</Input>
<Output><Text-field style="HyperlinkError" layout="HyperlinkError"><Hyperlink linktarget="http://www.maplesoft.com/support/help/errors/view.aspx?path=Error,%20(in%20geometry%3A-stretch)%20invalid%20input%3A%20geometry%3A-RegularStarPolygon%20expects%20its%202nd%20argument,%20n,%20to%20be%20of%20type%20rational,%20but%20received%20ratio(star)" hyperlink="true"><Font style="HyperlinkError">Error, (in geometry:-stretch) invalid input: geometry:-RegularStarPolygon expects its 2nd argument, n, to be of type rational, but received ratio(star)</Font></Hyperlink></Text-field>
</Output>
<Output><Text-field style="Maple Plot" layout="Maple Plot"><Plot height="500.0" type="two-dimensional" width="500.0" plot-scale="1.0" plot-xtrans="0.0" plot-ytrans="0.0" gridlinevisibility="1" legendvisibility="false">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</Plot></Text-field>
</Output>
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<Input><Text-field style="Text" layout="Normal"><Font encoding="UTF-8"> 6. Reflex\303\243o Gradual


Uma reflex\303\243o gradual \303\251 uma combina\303\247\303\243o de duas transforma\303\247\303\265es - uma reflex\303\243o e uma transla\303\247\303\243o. O efeito rede de uma s\303\251rie de reflex\303\265es graduais \303\251 para ter uma s\303\251rie de imagens que transitam em cada lado de uma linha. A linha vem como um resultado de transla\303\247\303\265es repetidas.


Para criar uma reflex\303\243o, o Maple precisa de um objeto, uma linha para refletir atrav\303\251s, e um segmento de linha que esteja sobre a mesma linha para se acostumar a definir a transla\303\247\303\243o.</Font></Text-field>
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<Input><Text-field style="Text" layout="Normal"><Font encoding="UTF-8">Uma vez que n\303\263s tenhamos a linha e o segmento (o qual deve ser colinear), n\303\263s podemos aplicar a reflex\303\243o gradual em um objeto - nesse caso o tri\303\242ngulo t2. N\303\263s iremos aplic\303\241-lo tr\303\252s vezes, e depois desenhamos os resultados.</Font></Text-field>
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