Atividades de Enriquecimento

Atividade 1
[b]Factec - SP 2023 Leia o texto para responder à questão.[/b][br][br] Platão (428 a.C. – 347 a.C.), filósofo e matemático grego, defendia uma teoria segundo a qual a natureza era composta por sólidos minúsculos, conhecidos hoje pelo nome sólidos platônicos.[br][br]Um sólido platônico, na matemática, é descrito como um poliedro convexo no qual[br][br]• todas as faces são formadas por polígonos regulares e congruentes entre si;[br][br]• o mesmo número de arestas encontra-se em todos os vértices; e[br][br]• os ângulos poliédricos são congruentes entre si.[br][br]Muitos séculos depois, os químicos estabeleceram teorias que lhes permitiram a criação de modelos de geometrias moleculares, algumas das quais estão mostradas na imagem.[br][br][img]data:image/png;base64,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[/img][br][br][br]Assinale a alternativa que apresenta geometrias moleculares que coincidem com os poliedros de Platão.[br]
Atividade 2
[b]Enem 2021[/b] Num octaedro regular, duas faces são consideradas opostas quando não têm nem arestas, nem vértices em comum. Na figura, observa-se um octaedro regular e uma de suas planificações, na qual há uma face colorida na cor cinza escuro e outras quatro faces numeradas.[br][br][img]data:image/png;base64,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[/img][br][br][br][br]Qual(is) face(s) ficará(ão) oposta(s) à face de cor cinza escuro, quando o octaedro for reconstruído a partir da planificação dada?[br][br][br][br]
Atividade 3
[br][justify][b]UFVJM-MG 2023 -[/b]Uma piscina com o formato e dimensões descritos a seguir será construída e, no próximo final de semana, estará com 80% da sua capacidade preenchida. Por questão de segurança, deveremos informar aos usuários qual será então a profundidade da piscina. 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[/img][br][br][br][br]No próximo final de semana a profundidade da piscina será, em metros, de[/justify]
Atividade 4
[b]UEA-AM 2024[/b] Um prisma reto tem por base um pentágono com dois ângulos retos, conforme mostra a figura 1.[br][br][br][br][img]https://estrategia-prod-questoes.s3.amazonaws.com/images/880EF24E-0E81-AF46-81DF-31A12C9CBE85/880EF24E-0E81-AF46-81DF-31A12C9CBE85-400.png[/img][br][br]O volume desse prisma é igual a 168 cm3 e a figura 2 mostra uma vista desse prisma quando está apoiado sobre um dos pentágonos.[br][br][br][br][img]https://estrategia-prod-questoes.s3.amazonaws.com/images/8C6604B7-555E-DD14-7F85-BAF568D0C368/8C6604B7-555E-DD14-7F85-BAF568D0C368-400.png[/img][br][br]A área total desse prisma é:
Observe o prisma reto de base pentagonal, mova o controle deslizante para obter sua planificação
Atividade 5
[b]Uerj 2021[/b] Um recipiente com a forma de uma pirâmide de base quadrada foi completamente preenchido com um líquido. Sua aresta da base mede 4 cm e a altura, 9 cm. Em seguida, todo esse líquido foi transferido para outro recipiente, com a forma de um prisma reto, sendo sua base um triângulo retângulo isósceles cujos catetos medem 4 cm. Observe as imagens:[br][img]https://estrategia-prod-questoes.s3.amazonaws.com/images/A5BBBC39-9475-8CBE-7984-0C0AAE9E1F1D/A5BBBC39-9475-8CBE-7984-0C0AAE9E1F1D-1600.png[/img][br][br]Considere que as espessuras dos recipientes são desprezíveis e que as bases estão em planos horizontais, sendo as alturas definidas em relação às bases.[br]A altura h, em centímetros, que o líquido atingirá no segundo recipiente é:[br]
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Information: Atividades de Enriquecimento