Questão do Coraçãozinho (ENEM 2018)

Contextualização da Construção do Coraçãozinho (ENEM 2018)
(ENEM 2018 Reaplicação / PPL) Isometria é uma transformação geométrica que, aplicada a uma figura, mantém as distâncias entre pontos. Duas das transformações isométricas são a reflexão e a rotação. A[br]reflexão ocorre por meio de uma reta chamada eixo. Esse eixo funciona como um espelho, a imagem refletida é o resultado da transformação. A rotação é o “giro” de uma figura ao redor de um ponto chamado centro de rotação. A figura sofreu cinco transformações isométricas, nessa ordem:[br][img]data:image/png;base64,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[/img][br][br]1[sup]a[/sup])Reflexão no eixo x;[br]2[sup]a[/sup]) Rotação de 90 graus no sentido anti-horário, com centro de[br]rotação no ponto A;[br]3[sup]a[/sup])Reflexão no eixo y;[br]4[sup]a[/sup]) Rotação de 45 graus no sentido horário, com centro de rotação no[br]ponto A;[br]5[sup]a[/sup]) Reflexão no eixo x.[br]Qual a posição final da figura?[br]A) [img]data:image/png;base64,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[/img][br][br]C) 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[/img]   D) 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[/img][br][br]E) 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[/img][br][br][br][br][br][br]

Information: Questão do Coraçãozinho (ENEM 2018)