548f2595-a9
UDESC 2007 - Biologia - Estrutura e fisiologia da Membrana Plasmática, Moléculas, células e tecidos
As figuras abaixo representam a mesma célula vegetal, imersa em diferentes soluções externas.
![](data:image/png;base64,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)
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)
Analise estas afirmativas:
I - Em solução hipotônica, a célula perde água e murcha, fenômeno chamado deplasmólise.
II - Na figura B, a célula sofreu plasmólise.
III - Inicialmente, na figura A a célula vegetal encontra-se em uma solução externa isotônica, enquanto na figura B a célula vegetal encontra-se em uma solução externa hipertônica.
Assinale a alternativa correta.
As figuras abaixo representam a mesma célula vegetal, imersa em diferentes soluções externas.
Analise estas afirmativas:
I - Em solução hipotônica, a célula perde água e murcha, fenômeno chamado deplasmólise.
II - Na figura B, a célula sofreu plasmólise.
III - Inicialmente, na figura A a célula vegetal encontra-se em uma solução externa isotônica, enquanto na figura B a célula vegetal encontra-se em uma solução externa hipertônica.
Assinale a alternativa correta.
A
Somente a afirmativa III é verdadeira.
B
Somente as afirmativas I e III são verdadeiras.
C
Somente as afirmativas I e II são verdadeiras.
D
Somente as afirmativas II e III são verdadeiras.
E
Somente a afirmativa I é verdadeira.