O espinafre é uma planta de interesse nutricional constituíd...
Próximas questões
Com base no mesmo assunto
Q1170887
Química
O espinafre é uma planta de interesse nutricional constituída principalmente de dois grupos de moléculas os carotenóides e as clorofilas. A técnica da cromatografia em coluna é importante no processo de isolamento dessas substâncias. Após uma preparação conveniente, o extrato do espinafre é adicionado à coluna cromatográfica, onde uma das moléculas têm mais afinidade ao sulfato de cálcio (CaSO4) que constitui a coluna. É adicionado hexano que arrasta a primeira banda. Ao se mudar a fase móvel para acetona, retira-se as moléculas que mais interagiram com a fase estacionária, formando a segunda banda. Abaixo se encontram as fórmulas estruturais das duas moléculas principais que constituem o extrato de espinafre e que podem ser retiradas pelo procedimento descrito:
![Imagem associada para resolução da questão](data:image/png;base64,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)
Com base nos seus conhecimentos sobre LC, no texto e nas estruturas das moléculas assinale o que está correto:
Com base nos seus conhecimentos sobre LC, no texto e nas estruturas das moléculas assinale o que está correto: