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Quais são os deslocamentos químicos aproximados de diferentes tipos de prótons e carbonos?

Os deslocamentos químicos desses prótons variam em diferentes solventes e com diferentes temperaturas e concentrações.
As posições dos núcleos devem permanecer as mesmas para todas as estruturas de ressonância.
O 1,4-ciclohexadieno e o 1,4-pentadieno são dienos isolados.
O pent-1-en-4-ino (1-penten-4-ino) é um enino isolado.

",[156],{"_20":101,"_59":157,"_96":158,"_98":99,"_100":159,"_71":160,"_73":160,"_67":161,"_110":164},"Química","quimica","9772e958-72c6-4499-ad47-877cf94d670d","2025-04-29T02:19:12.828432+00:00",{"_104":162,"_106":107,"_108":163},13,6807,"quimica-4",{"_17":18,"_19":18,"_20":166,"_22":167,"_46":18,"_47":180,"_91":181},"20c53adf-6531-4578-9ae0-164b4d6de222",[168,171,174,177],{"_20":169,"_26":27,"_28":170},"3931e241-6da6-4635-bc13-e49380d2ed6b","A solução 1 está correta",{"_20":172,"_26":32,"_28":173},"d4e801f7-a02b-4319-b106-938e3e945cd8","A solução 2 está correta",{"_20":175,"_26":36,"_28":176},"c08e64eb-388c-4341-8bce-d1e40c9ce657","A solução 3 está correta",{"_20":178,"_26":40,"_28":179},"fc374da0-2212-4294-a453-a7ba4d52f29d","A solução 4 está incorreta","

Considere a função f(x) = x|x|. Decida se f é derivável em x = 0 e, em caso afirmativo, calcule f'(0). Justifique suas afirmações.

",[182],{"_20":101,"_59":157,"_96":158,"_98":99,"_100":159,"_71":160,"_73":160,"_67":183,"_110":164},{"_104":162,"_106":107,"_108":163},{"_17":18,"_19":18,"_20":185,"_22":186,"_46":18,"_47":202,"_91":203},"d70612aa-c110-4ede-9815-a30b6f89a2d0",[187,190,193,196,199],{"_20":188,"_26":27,"_28":189},"c39a2f18-01f9-47f0-95f8-69f0f17b4a87","Apenas a afirmativa I está correta.",{"_20":191,"_26":32,"_28":192},"59ce16e1-ed13-46ae-ad85-36cde07d9b72","Apenas a afirmativa II está correta.",{"_20":194,"_26":36,"_28":195},"34a5dc92-edf2-4cbb-bd99-ff30b906283b","Apenas a afirmativa III está correta.",{"_20":197,"_26":40,"_28":198},"0d5cd13b-a2fc-4302-868f-27a7b73d962f","As afirmativas I e II estão corretas.",{"_20":200,"_26":44,"_28":201},"21cc6f43-2520-4274-9c6d-d7cd60ad4025","As afirmativas II e III estão corretas.","Seja f : \\mathbb{R} \\rightarrow \\mathbb{R} contínua em \\mathbb{R} tal que | f (x)| \\leq |x^3 + x^2|, para todo x \\in \\mathbb{R}. A função f é derivável em 0? Resp.: Sim.",[204],{"_20":101,"_59":157,"_96":158,"_98":99,"_100":159,"_71":160,"_73":160,"_67":205,"_110":164},{"_104":162,"_106":107,"_108":163},{"_17":18,"_19":18,"_20":207,"_22":208,"_46":18,"_47":218,"_91":219},"e0267097-c3de-4f6b-a9fb-37580a9e83d9",[209,212,215],{"_20":210,"_26":27,"_28":211},"884b87bd-800c-4a88-baf5-b7ba588e386d","(−1,−13) , y = 16x + 3",{"_20":213,"_26":32,"_28":214},"a51fef7b-f993-4b64-bd16-7486dd2d36b2","(0, 7) , y = 16x + 7",{"_20":216,"_26":36,"_28":217},"c31bc468-4852-4541-9d70-b4e6572bf862","(1, 19) , y = 16x + 3","

12. Determine todos os pontos (x₀, y₀) sobre a curva y = 4x^{4} - 8x^{2} + 16x + 7 tais que a tangente à curva em (x₀, y₀) seja paralela à reta 16x - y + 5 = 0.

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