Os carros modernos usam diferentes tipos de espelhos retrovisores, de modo que o motorista possa melhor observar os veículos que se aproximam por trás dele. As Fotos 1 e 2 abaixo mostram as imagens de um veículo estacionado, quando observadas de dentro de um carro, num mesmo instante, através de dois espelhos: o espelho plano do retrovisor interno e o espelho externo do retrovisor direito, respectivamente.
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)
A partir da observação dessas imagens, é correto concluir que o espelho externo do retrovisor direito do carro é