Partindo de uma solução estoque (tubo 1) cujo analito está d...
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Ano: 2024
Banca:
PM-MG
Órgão:
PM-MG
Prova:
PM-MG - 2024 - PM-MG - Oficial de Saúde - Farmacêutico - Bioquímico |
Q2472889
Biomedicina - Análises Clínicas
Partindo de uma solução estoque (tubo 1) cujo analito está diluído na proporção 1:10 e,
considerando que foram colocados 900 µL do diluente nos tubos de 2, 3 e 4, qual a concentração da solução
no tubo 4, após transferir 100 µL do tubo 1 para o 2 e na sequência, 100 µL do tubo 2 para o tubo 3, e 100 µL
do tubo 3 para o tubo 4?
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questão](data:image/png;base64,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)