10. Globo Terrestre

10. Globo Terrestre
Questão 178 – Prova Azul – ENEM 2016
A figura representa o globo terrestre e nela estão marcados os pontos A, B e C. Os pontos A e B estão localizados sobre um mesmo paralelo, e os pontos B e C, sobre um mesmo meridiano. É traçado um caminho do ponto A até C, pela superfície do globo, passando por B, de forma que o trecho de A até B se dê sobre o paralelo que passa por A e B e, o trecho de B até C se dê sobre o meridiano que passa por B e C. Considere que o plano α é paralelo à linha do equador na figura.[img]data:image/png;base64,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[/img]A projeção ortogonal, no plano α, do caminho traçado no globo pode ser representada por
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Information: 10. Globo Terrestre