[br][br](ENEM 2018 PPL AZUL Q164) A figura mostra uma anticlepsidra, que é um sólido geometrico obtido ao se retirar dois cones opostos pelos vértices de um cilindro equilátero, cujas bases coincidam com as[br]bases desse cilindro. A anticlepsidra pode ser considerada, também, como o sólido resultante da rotação de uma figura plana em torno de um eixo.[br][br][img]data:image/png;base64,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[/img][br][br]A figura plana cuja rotação em torno do eixo indicado gera uma anticlepsidra como a da figura acima é[br][br]A) 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[/img] B) 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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]