Um lactente de 13 meses, masculino, iniciou quadro de febre ...
Próximas questões
Com base no mesmo assunto
Ano: 2019
Banca:
FCC
Órgão:
Prefeitura de São José do Rio Preto - SP
Prova:
FCC - 2019 - Prefeitura de São José do Rio Preto - SP - Médico Plantonista Pediatra |
Q1258924
Medicina
Um lactente de 13 meses, masculino, iniciou quadro de febre há 2 dias, irritabilidade e inapetência há 1 dia. Por conta do
abaulamento de fontanela anterior, foram solicitados exames de líquor (LCR) e sangue, que revelaram, dentre outros aspectos:
![Imagem associada para resolução da questão](data:image/png;base64,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)
Em relação ao quadro clínico desse paciente, é correto afirmar que
Em relação ao quadro clínico desse paciente, é correto afirmar que