Observe a tabela abaixo:Número de leitos (SUS) por 1.000 hab...
Próximas questões
Com base no mesmo assunto
Ano: 2018
Banca:
FGR
Órgão:
Prefeitura de Cabeceira Grande - MG
Prova:
FGR - 2018 - Prefeitura de Cabeceira Grande - MG - Farmacêutico |
Q1252354
Saúde Pública
Observe a tabela abaixo: Número de leitos (SUS) por 1.000 habitantes, segundo a esfera administrativa do
estabelecimento*. Brasil e grandes regiões, 1993, 1999 e 2005. ![Imagem associada para resolução da questão](data:image/png;base64,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)
Fonte: MS/SAS: Sistema de Informações Hospitalares do SUS – SIH/SUS (1993 e 1999) e Cadastro Nacional de Estabelecimentos de Saúde – CNES (2005); base demográfica do IBGE.
* Valor médio anual do número de leitos.
A partir da análise estrita dos dados contidos na tabela acima pode-se afirmar:
I. Observa-se a redução da oferta do número de leitos SUS em todas as regiões, principalmente na esfera privada. II. Em 1993, havia maior oferta de leitos SUS nas regiões Sul, Centro-Oeste e Sudeste. III. Em 2005, a maior oferta de leitos passa a ocorrer nas regiões Sul, Nordeste e CentroOeste, não pelo aumento da oferta na região Nordeste, mas pela grande diminuição ocorrida nas demais regiões. IV. A comparação por esfera administrativa do estabelecimento é de difícil análise neste período, pela redistribuição dos hospitais universitários em públicos e privados, ocorrida em 2003.
Marque a alternativa que melhor expressa a análise estrita dos dados.
Fonte: MS/SAS: Sistema de Informações Hospitalares do SUS – SIH/SUS (1993 e 1999) e Cadastro Nacional de Estabelecimentos de Saúde – CNES (2005); base demográfica do IBGE.
* Valor médio anual do número de leitos.
A partir da análise estrita dos dados contidos na tabela acima pode-se afirmar:
I. Observa-se a redução da oferta do número de leitos SUS em todas as regiões, principalmente na esfera privada. II. Em 1993, havia maior oferta de leitos SUS nas regiões Sul, Centro-Oeste e Sudeste. III. Em 2005, a maior oferta de leitos passa a ocorrer nas regiões Sul, Nordeste e CentroOeste, não pelo aumento da oferta na região Nordeste, mas pela grande diminuição ocorrida nas demais regiões. IV. A comparação por esfera administrativa do estabelecimento é de difícil análise neste período, pela redistribuição dos hospitais universitários em públicos e privados, ocorrida em 2003.
Marque a alternativa que melhor expressa a análise estrita dos dados.