13. PINE

13. PINE
Questão 136 – Prova Azul – ENEM 2019
Um grupo de países criou uma instituição responsável por organizar o Programa Internacional de Nivelamento de Estudos (PINE) com o objetivo de melhorar os índices mundiais de educação. Em sua sede foi construída uma escultura suspensa, com a logomarca oficial do programa, em três dimensões, que é formada por suas iniciais,conforme mostrada na figura. Essa escultura está suspensa por cabos de aço, de maneira que o espaçamento entre letras adjacentes é o mesmo, todas têm igual espessura e ficam dispostas em posição ortogonal ao solo, como ilustrado a seguir.  [img]data:image/png;base64,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[/img]Ao meio-dia, com o sol a pino, as letras que formam essa escultura projetam ortogonalmente suas sombras sobre o solo.A sombra projetada no solo é
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Information: 13. PINE