PRIMEIROS SOCORROS
O volume de sangue ejetado pelo ventrículo em direção a aorta gera uma força, em forma de onda, que distende as paredes arteriais e sentida nas artérias periféricas. Existem vários locais onde podemos aferir o pulso da vítima, observe as figuras abaixo e encontre a sequência correta que descreve o nome da artéria representada nessas figuras.
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)
A ordem correta dos nomes das artérias representadas por cada figura está em:
(I) ulnar, (II) braquial, (III) femoral e (IV) carótida.
(I) ulnar, (II) radial, (III) poplítea e (IV) carótida.
(I) radial, (II) braquial, (III) poplítea e (IV) carótida.
(I) radial, (II) ulnar, (III) poplítea e (IV) jugular.
(I) radial, (II) braquial, (III) femoral e (IV) jugular.
As urgências e emergências são classificação em quatro níveis, para tanto, o socorrista deverá reconhecer a gravidade dos casos para promover ações de primeiros socorros para a vítima que irá ter a prioridade. Leia as assertivas a seguir e identifique as verdadeiras.
I. Ao identificar a vítima em risco de vida ou com perda funcional grave, temos a emergência de nível 1.
II. A urgência classificada em nível 2, a prioridade é moderada e o atendimento da vítima deve ser iniciado até 4 horas após sofrer o agravo.
III. Na urgência de nível 3, a prioridade é moderada pois ainda há risco de vida ou de perda de funcional grave.
IV. No nível 4, a prioridade é mínima e a vítima pode ser atendida em uma unidade de saúde.
Análise as alternativas a seguir e assinale a correta.
Apenas as assertivas II, III e IV estão corretas.
Apenas as assertivas I e IV estão corretas.
Apenas as assertivas II e IV estão corretas.
Apenas as assertivas I, II e III estão corretas.
Apenas as assertivas I e II estão corretas.
No passado, as vítimas que sofreram algum tipo de trauma recebiam o mesmo tratamento do que os outros pacientes com problemas de saúde clínicos, entretanto, na atualidade, seguimos o protocolo de atendimento segundo o Colégio Americano de Cirurgiões e, durante a avaliação primária da vítima, seguimos cinco passos (A, B, C, D, E) para o manejo da vítima traumatizada. Na letra “A” temos a abordagem das vias aéreas e proteção da coluna cervical, desta forma, leia as assertivas a seguir e identifique as verdadeiras.
I- Quando a vítima apresenta a respiração ruidosa significa que as vias aéreas estão totalmente livres.
II- A manobra de Jaw trust é utilizada para abertura das vias aéreas em casos de traumatismos e suspeita de lesão na coluna cervical.
III- O colar cervical é padrão ouro para proteção da coluna cervical em vítimas de trauma no cenário extra-hospitalar.
Após identificar as assertivas verdadeiras, encontre a alternativa que contém a resposta correta.
I, apenas.
I e II, apenas.
III, apenas.
II e III, apenas.
II, apenas.
As manobras utilizadas para desobstruir uma vítima de engasgo com obstrução das vias aéreas consiste em utilizar compressões rápidas no abdome (sub-diafragmática) para expulsar o ar dos pulmões (tosse artificial) e remover o corpo estranho. Leia as afirmativas em seguir e, após a sua análise, assinale a alternativa verdadeira.
I- A posição das mãos para realizar as compressões consiste em manter o punho fechado, com o polegar para dentro e a mão oposta deverá firmar a primeira.
II- O local para as compressões em um adulto obeso está entre a extremidade do processo xifoide e a cicatriz umbilical.
III- A vítima apresenta um sinal universal de asfixia que é identificado pelo socorrista como a incapacidade de falar ou tossir.
IV- Os sinais e sintomas apresentados pela vítima podem variar, mas é comum observar a tosse fraca, o esforço respiratório, a cianose e se a obstrução é total a vítima pode chegar a ficar confusa e ter a perda da consciência devido à falta de oxigenação cerebral.
V- No caso de crianças, as compressões deverão ser realizadas na metade superior do esterno e, em seguida, cinco golpes entre as escápulas.
A resposta correta está em:
As afirmativas I, II e IV são verdadeiras.
As afirmativas I e IV são verdadeiras.
As afirmativas III e IV são verdadeiras.
As afirmativas II, III e V são verdadeiras.
As afirmativas I e III são verdadeiras.
A utilização de álcool e drogas podem ser fatores atribuídos aos afogamentos ocorridos em diversos cenários. Sobre o salvamento e primeiros socorros dispensados às vítimas de afogamentos, leia atentamente cada alternativa e encontre aquela que será aplicada à essas vítimas.
A vítima de afogamento deverá ser removida para fora da água na posição vertical, desta forma, a sua cabeça estará protegida contra uma possível submersão.
Ao realizar a remoção da vítima afogada de dentro da água, o socorrista deverá aguardar a chegada do socorro especializado para prestar assistência à vítima.
O socorrista deverá ter disponível um objeto flutuante chegar até a vítima de afogamento e, se houver condições, removê-la para fora da água.
O socorrista que sabe nadar deverá entrar em águas profundas para realizar o socorro da vítima que está se afogando, principalmente se ela estiver longe da margem.
Se um socorrista tiver um treinamento de resgate aquático, ele poderá resgatar a vítima sem nenhum equipamento flutuante.
A gravidade da queimadura é determinada por alguns fatores. Leia as afirmativas abaixo e identifique as verdadeiras, a seguir, assinale a alternativa que contém a resposta correta.
I- Queimaduras que atinge os genitais e períneo não oferece gravidade à vítima, pois nesse local não se encontra a presença de órgãos vitais.
II- As queimaduras de vias aéreas, causadas pela inalação de fumaça, são de extrema gravidade.
III- A queimadura causada por choque elétrico pode causar danos internos e é extremamente grave.
IV- As queimaduras causadas pela irradiação solar são consideradas de maior gravidade.
II e IV, apenas.
II, III e IV, apenas.
I e IV, apenas.
I, II e III, apenas.
II e III, apenas.
Para socorrer a vítima que está apresentando manifestações compatíveis à um infarto agudo do miocárdio (IAM), torna-se necessário que o socorrista coloque em prática as seguintes ações. Leia as assertivas abaixo e identifique as ações que fazem parte dos primeiros socorros à vítima de IAM.
I- Avaliar os sinais e sintomas apresentados pela vítima, principalmente a dor e, monitorar os sinais vitais.
II- Administrar ácido acetil salicílico (AAS) por via oral e manter a vítima em repouso.
III- Oferecer líquidos por via oral a fim de estabelecer o volume circulante e a manutenção dos níveis da pressão arterial.
A seguir, assinale a alternativa que contém a resposta verdadeira.
I, II e III.
II, apenas.
I e III, apenas.
II e III, apenas.
I e II, apenas.
A síncope ou desmaio é caracterizado pela perda repentina e temporária da consciência ocasionada pela hipoperfusão cerebral. Você estava no trabalho quando seu colega se queixou de tontura e escurecimento da visão, em seguida, ele começou a perder a consciência e sofreu um desmaio. Imediatamente você foi socorrê-lo ao realizar as seguintes ações:
I. Ofereceu água contendo açúcar para hidratar a vítima e aumentar a glicemia sanguínea.
II. Deitou a vítima no chão e elevou os membros inferiores colocando-os em cima de uma cadeira como apoio.
III. Colocou a vítima deitada confortavelmente, afrouxou as vestes e elevou os membros superiores para melhorar a perfusão cerebral.
Assinale a alternativa que contém a resposta verdadeira.
I, apenas.
III, apenas.
I, II e III, apenas.
II e III, apenas.
II, apenas.
No passado, as vítimas que sofreram algum tipo de trauma recebiam o mesmo tratamento do que os outros pacientes com problemas de saúde clínicos, entretanto, na atualidade, seguimos o protocolo de atendimento segundo o Colégio Americano de Cirurgiões e, durante a avaliação primária da vítima, seguimos cinco passos (A, B, C, D, E) para o manejo da vítima traumatizada. Na letra “B” temos a abordagem da ventilação da vítima, desta forma, leia as assertivas a seguir e identifique as verdadeiras.
I- Durante a avaliação das características da respiração da vítima, o socorrista deverá considerar a frequência respiratória, padrão respiratório, movimentação do tórax durante respiração e os ruídos respiratórios.
II- As lesões escoriativas no tórax da vítima, tais como, aquelas causadas por arma branca, podem ser sinais de presença de traumatismo torácico.
III- O oxigênio do ar ambiente é suficiente para atender as demandas da vítima em ambiente extra-hospitalar, o oxigênio medicinal será instalado na vítima apenas em unidades de saúde intra-hospitalar.
Após identificar as assertivas verdadeiras, encontre a alternativa que contém a resposta correta.
(I) ulnar, (II) braquial, (III) femoral e (IV) carótida.
(I) ulnar, (II) radial, (III) poplítea e (IV) carótida.
(I) radial, (II) braquial, (III) poplítea e (IV) carótida.
(I) radial, (II) ulnar, (III) poplítea e (IV) jugular.
(I) radial, (II) braquial, (III) femoral e (IV) jugular.
As urgências e emergências são classificação em quatro níveis, para tanto, o socorrista deverá reconhecer a gravidade dos casos para promover ações de primeiros socorros para a vítima que irá ter a prioridade. Leia as assertivas a seguir e identifique as verdadeiras.
I. Ao identificar a vítima em risco de vida ou com perda funcional grave, temos a emergência de nível 1.
II. A urgência classificada em nível 2, a prioridade é moderada e o atendimento da vítima deve ser iniciado até 4 horas após sofrer o agravo.
III. Na urgência de nível 3, a prioridade é moderada pois ainda há risco de vida ou de perda de funcional grave.
IV. No nível 4, a prioridade é mínima e a vítima pode ser atendida em uma unidade de saúde.
Análise as alternativas a seguir e assinale a correta.
Apenas as assertivas II, III e IV estão corretas.
Apenas as assertivas I e IV estão corretas.
Apenas as assertivas II e IV estão corretas.
Apenas as assertivas I, II e III estão corretas.
Apenas as assertivas I e II estão corretas.
No passado, as vítimas que sofreram algum tipo de trauma recebiam o mesmo tratamento do que os outros pacientes com problemas de saúde clínicos, entretanto, na atualidade, seguimos o protocolo de atendimento segundo o Colégio Americano de Cirurgiões e, durante a avaliação primária da vítima, seguimos cinco passos (A, B, C, D, E) para o manejo da vítima traumatizada. Na letra “A” temos a abordagem das vias aéreas e proteção da coluna cervical, desta forma, leia as assertivas a seguir e identifique as verdadeiras.
I- Quando a vítima apresenta a respiração ruidosa significa que as vias aéreas estão totalmente livres.
II- A manobra de Jaw trust é utilizada para abertura das vias aéreas em casos de traumatismos e suspeita de lesão na coluna cervical.
III- O colar cervical é padrão ouro para proteção da coluna cervical em vítimas de trauma no cenário extra-hospitalar.
Após identificar as assertivas verdadeiras, encontre a alternativa que contém a resposta correta.
I, apenas.
I e II, apenas.
III, apenas.
II e III, apenas.
II, apenas.
As manobras utilizadas para desobstruir uma vítima de engasgo com obstrução das vias aéreas consiste em utilizar compressões rápidas no abdome (sub-diafragmática) para expulsar o ar dos pulmões (tosse artificial) e remover o corpo estranho. Leia as afirmativas em seguir e, após a sua análise, assinale a alternativa verdadeira.
I- A posição das mãos para realizar as compressões consiste em manter o punho fechado, com o polegar para dentro e a mão oposta deverá firmar a primeira.
II- O local para as compressões em um adulto obeso está entre a extremidade do processo xifoide e a cicatriz umbilical.
III- A vítima apresenta um sinal universal de asfixia que é identificado pelo socorrista como a incapacidade de falar ou tossir.
IV- Os sinais e sintomas apresentados pela vítima podem variar, mas é comum observar a tosse fraca, o esforço respiratório, a cianose e se a obstrução é total a vítima pode chegar a ficar confusa e ter a perda da consciência devido à falta de oxigenação cerebral.
V- No caso de crianças, as compressões deverão ser realizadas na metade superior do esterno e, em seguida, cinco golpes entre as escápulas.
A resposta correta está em:
As afirmativas I, II e IV são verdadeiras.
As afirmativas I e IV são verdadeiras.
As afirmativas III e IV são verdadeiras.
As afirmativas II, III e V são verdadeiras.
As afirmativas I e III são verdadeiras.
A utilização de álcool e drogas podem ser fatores atribuídos aos afogamentos ocorridos em diversos cenários. Sobre o salvamento e primeiros socorros dispensados às vítimas de afogamentos, leia atentamente cada alternativa e encontre aquela que será aplicada à essas vítimas.
A vítima de afogamento deverá ser removida para fora da água na posição vertical, desta forma, a sua cabeça estará protegida contra uma possível submersão.
Ao realizar a remoção da vítima afogada de dentro da água, o socorrista deverá aguardar a chegada do socorro especializado para prestar assistência à vítima.
O socorrista deverá ter disponível um objeto flutuante chegar até a vítima de afogamento e, se houver condições, removê-la para fora da água.
O socorrista que sabe nadar deverá entrar em águas profundas para realizar o socorro da vítima que está se afogando, principalmente se ela estiver longe da margem.
Se um socorrista tiver um treinamento de resgate aquático, ele poderá resgatar a vítima sem nenhum equipamento flutuante.
A gravidade da queimadura é determinada por alguns fatores. Leia as afirmativas abaixo e identifique as verdadeiras, a seguir, assinale a alternativa que contém a resposta correta.
I- Queimaduras que atinge os genitais e períneo não oferece gravidade à vítima, pois nesse local não se encontra a presença de órgãos vitais.
II- As queimaduras de vias aéreas, causadas pela inalação de fumaça, são de extrema gravidade.
III- A queimadura causada por choque elétrico pode causar danos internos e é extremamente grave.
IV- As queimaduras causadas pela irradiação solar são consideradas de maior gravidade.
II e IV, apenas.
II, III e IV, apenas.
I e IV, apenas.
I, II e III, apenas.
II e III, apenas.
Para socorrer a vítima que está apresentando manifestações compatíveis à um infarto agudo do miocárdio (IAM), torna-se necessário que o socorrista coloque em prática as seguintes ações. Leia as assertivas abaixo e identifique as ações que fazem parte dos primeiros socorros à vítima de IAM.
I- Avaliar os sinais e sintomas apresentados pela vítima, principalmente a dor e, monitorar os sinais vitais.
II- Administrar ácido acetil salicílico (AAS) por via oral e manter a vítima em repouso.
III- Oferecer líquidos por via oral a fim de estabelecer o volume circulante e a manutenção dos níveis da pressão arterial.
A seguir, assinale a alternativa que contém a resposta verdadeira.
I, II e III.
II, apenas.
I e III, apenas.
II e III, apenas.
I e II, apenas.
A síncope ou desmaio é caracterizado pela perda repentina e temporária da consciência ocasionada pela hipoperfusão cerebral. Você estava no trabalho quando seu colega se queixou de tontura e escurecimento da visão, em seguida, ele começou a perder a consciência e sofreu um desmaio. Imediatamente você foi socorrê-lo ao realizar as seguintes ações:
I. Ofereceu água contendo açúcar para hidratar a vítima e aumentar a glicemia sanguínea.
II. Deitou a vítima no chão e elevou os membros inferiores colocando-os em cima de uma cadeira como apoio.
III. Colocou a vítima deitada confortavelmente, afrouxou as vestes e elevou os membros superiores para melhorar a perfusão cerebral.
Assinale a alternativa que contém a resposta verdadeira.
I, apenas.
III, apenas.
I, II e III, apenas.
II e III, apenas.
II, apenas.
No passado, as vítimas que sofreram algum tipo de trauma recebiam o mesmo tratamento do que os outros pacientes com problemas de saúde clínicos, entretanto, na atualidade, seguimos o protocolo de atendimento segundo o Colégio Americano de Cirurgiões e, durante a avaliação primária da vítima, seguimos cinco passos (A, B, C, D, E) para o manejo da vítima traumatizada. Na letra “B” temos a abordagem da ventilação da vítima, desta forma, leia as assertivas a seguir e identifique as verdadeiras.
I- Durante a avaliação das características da respiração da vítima, o socorrista deverá considerar a frequência respiratória, padrão respiratório, movimentação do tórax durante respiração e os ruídos respiratórios.
II- As lesões escoriativas no tórax da vítima, tais como, aquelas causadas por arma branca, podem ser sinais de presença de traumatismo torácico.
III- O oxigênio do ar ambiente é suficiente para atender as demandas da vítima em ambiente extra-hospitalar, o oxigênio medicinal será instalado na vítima apenas em unidades de saúde intra-hospitalar.
Após identificar as assertivas verdadeiras, encontre a alternativa que contém a resposta correta.
Apenas as assertivas II, III e IV estão corretas.
Apenas as assertivas I e IV estão corretas.
Apenas as assertivas II e IV estão corretas.
Apenas as assertivas I, II e III estão corretas.
Apenas as assertivas I e II estão corretas.
No passado, as vítimas que sofreram algum tipo de trauma recebiam o mesmo tratamento do que os outros pacientes com problemas de saúde clínicos, entretanto, na atualidade, seguimos o protocolo de atendimento segundo o Colégio Americano de Cirurgiões e, durante a avaliação primária da vítima, seguimos cinco passos (A, B, C, D, E) para o manejo da vítima traumatizada. Na letra “A” temos a abordagem das vias aéreas e proteção da coluna cervical, desta forma, leia as assertivas a seguir e identifique as verdadeiras.
I- Quando a vítima apresenta a respiração ruidosa significa que as vias aéreas estão totalmente livres.
II- A manobra de Jaw trust é utilizada para abertura das vias aéreas em casos de traumatismos e suspeita de lesão na coluna cervical.
III- O colar cervical é padrão ouro para proteção da coluna cervical em vítimas de trauma no cenário extra-hospitalar.
Após identificar as assertivas verdadeiras, encontre a alternativa que contém a resposta correta.
I, apenas.
I e II, apenas.
III, apenas.
II e III, apenas.
II, apenas.
As manobras utilizadas para desobstruir uma vítima de engasgo com obstrução das vias aéreas consiste em utilizar compressões rápidas no abdome (sub-diafragmática) para expulsar o ar dos pulmões (tosse artificial) e remover o corpo estranho. Leia as afirmativas em seguir e, após a sua análise, assinale a alternativa verdadeira.
I- A posição das mãos para realizar as compressões consiste em manter o punho fechado, com o polegar para dentro e a mão oposta deverá firmar a primeira.
II- O local para as compressões em um adulto obeso está entre a extremidade do processo xifoide e a cicatriz umbilical.
III- A vítima apresenta um sinal universal de asfixia que é identificado pelo socorrista como a incapacidade de falar ou tossir.
IV- Os sinais e sintomas apresentados pela vítima podem variar, mas é comum observar a tosse fraca, o esforço respiratório, a cianose e se a obstrução é total a vítima pode chegar a ficar confusa e ter a perda da consciência devido à falta de oxigenação cerebral.
V- No caso de crianças, as compressões deverão ser realizadas na metade superior do esterno e, em seguida, cinco golpes entre as escápulas.
A resposta correta está em:
As afirmativas I, II e IV são verdadeiras.
As afirmativas I e IV são verdadeiras.
As afirmativas III e IV são verdadeiras.
As afirmativas II, III e V são verdadeiras.
As afirmativas I e III são verdadeiras.
A utilização de álcool e drogas podem ser fatores atribuídos aos afogamentos ocorridos em diversos cenários. Sobre o salvamento e primeiros socorros dispensados às vítimas de afogamentos, leia atentamente cada alternativa e encontre aquela que será aplicada à essas vítimas.
A vítima de afogamento deverá ser removida para fora da água na posição vertical, desta forma, a sua cabeça estará protegida contra uma possível submersão.
Ao realizar a remoção da vítima afogada de dentro da água, o socorrista deverá aguardar a chegada do socorro especializado para prestar assistência à vítima.
O socorrista deverá ter disponível um objeto flutuante chegar até a vítima de afogamento e, se houver condições, removê-la para fora da água.
O socorrista que sabe nadar deverá entrar em águas profundas para realizar o socorro da vítima que está se afogando, principalmente se ela estiver longe da margem.
Se um socorrista tiver um treinamento de resgate aquático, ele poderá resgatar a vítima sem nenhum equipamento flutuante.
A gravidade da queimadura é determinada por alguns fatores. Leia as afirmativas abaixo e identifique as verdadeiras, a seguir, assinale a alternativa que contém a resposta correta.
I- Queimaduras que atinge os genitais e períneo não oferece gravidade à vítima, pois nesse local não se encontra a presença de órgãos vitais.
II- As queimaduras de vias aéreas, causadas pela inalação de fumaça, são de extrema gravidade.
III- A queimadura causada por choque elétrico pode causar danos internos e é extremamente grave.
IV- As queimaduras causadas pela irradiação solar são consideradas de maior gravidade.
II e IV, apenas.
II, III e IV, apenas.
I e IV, apenas.
I, II e III, apenas.
II e III, apenas.
Para socorrer a vítima que está apresentando manifestações compatíveis à um infarto agudo do miocárdio (IAM), torna-se necessário que o socorrista coloque em prática as seguintes ações. Leia as assertivas abaixo e identifique as ações que fazem parte dos primeiros socorros à vítima de IAM.
I- Avaliar os sinais e sintomas apresentados pela vítima, principalmente a dor e, monitorar os sinais vitais.
II- Administrar ácido acetil salicílico (AAS) por via oral e manter a vítima em repouso.
III- Oferecer líquidos por via oral a fim de estabelecer o volume circulante e a manutenção dos níveis da pressão arterial.
A seguir, assinale a alternativa que contém a resposta verdadeira.
I, II e III.
II, apenas.
I e III, apenas.
II e III, apenas.
I e II, apenas.
A síncope ou desmaio é caracterizado pela perda repentina e temporária da consciência ocasionada pela hipoperfusão cerebral. Você estava no trabalho quando seu colega se queixou de tontura e escurecimento da visão, em seguida, ele começou a perder a consciência e sofreu um desmaio. Imediatamente você foi socorrê-lo ao realizar as seguintes ações:
I. Ofereceu água contendo açúcar para hidratar a vítima e aumentar a glicemia sanguínea.
II. Deitou a vítima no chão e elevou os membros inferiores colocando-os em cima de uma cadeira como apoio.
III. Colocou a vítima deitada confortavelmente, afrouxou as vestes e elevou os membros superiores para melhorar a perfusão cerebral.
Assinale a alternativa que contém a resposta verdadeira.
I, apenas.
III, apenas.
I, II e III, apenas.
II e III, apenas.
II, apenas.
No passado, as vítimas que sofreram algum tipo de trauma recebiam o mesmo tratamento do que os outros pacientes com problemas de saúde clínicos, entretanto, na atualidade, seguimos o protocolo de atendimento segundo o Colégio Americano de Cirurgiões e, durante a avaliação primária da vítima, seguimos cinco passos (A, B, C, D, E) para o manejo da vítima traumatizada. Na letra “B” temos a abordagem da ventilação da vítima, desta forma, leia as assertivas a seguir e identifique as verdadeiras.
I- Durante a avaliação das características da respiração da vítima, o socorrista deverá considerar a frequência respiratória, padrão respiratório, movimentação do tórax durante respiração e os ruídos respiratórios.
II- As lesões escoriativas no tórax da vítima, tais como, aquelas causadas por arma branca, podem ser sinais de presença de traumatismo torácico.
III- O oxigênio do ar ambiente é suficiente para atender as demandas da vítima em ambiente extra-hospitalar, o oxigênio medicinal será instalado na vítima apenas em unidades de saúde intra-hospitalar.
Após identificar as assertivas verdadeiras, encontre a alternativa que contém a resposta correta.
I, apenas.
I e II, apenas.
III, apenas.
II e III, apenas.
II, apenas.
As manobras utilizadas para desobstruir uma vítima de engasgo com obstrução das vias aéreas consiste em utilizar compressões rápidas no abdome (sub-diafragmática) para expulsar o ar dos pulmões (tosse artificial) e remover o corpo estranho. Leia as afirmativas em seguir e, após a sua análise, assinale a alternativa verdadeira.
I- A posição das mãos para realizar as compressões consiste em manter o punho fechado, com o polegar para dentro e a mão oposta deverá firmar a primeira.
II- O local para as compressões em um adulto obeso está entre a extremidade do processo xifoide e a cicatriz umbilical.
III- A vítima apresenta um sinal universal de asfixia que é identificado pelo socorrista como a incapacidade de falar ou tossir.
IV- Os sinais e sintomas apresentados pela vítima podem variar, mas é comum observar a tosse fraca, o esforço respiratório, a cianose e se a obstrução é total a vítima pode chegar a ficar confusa e ter a perda da consciência devido à falta de oxigenação cerebral.
V- No caso de crianças, as compressões deverão ser realizadas na metade superior do esterno e, em seguida, cinco golpes entre as escápulas.
A resposta correta está em:
As afirmativas I, II e IV são verdadeiras.
As afirmativas I e IV são verdadeiras.
As afirmativas III e IV são verdadeiras.
As afirmativas II, III e V são verdadeiras.
As afirmativas I e III são verdadeiras.
A utilização de álcool e drogas podem ser fatores atribuídos aos afogamentos ocorridos em diversos cenários. Sobre o salvamento e primeiros socorros dispensados às vítimas de afogamentos, leia atentamente cada alternativa e encontre aquela que será aplicada à essas vítimas.
A vítima de afogamento deverá ser removida para fora da água na posição vertical, desta forma, a sua cabeça estará protegida contra uma possível submersão.
Ao realizar a remoção da vítima afogada de dentro da água, o socorrista deverá aguardar a chegada do socorro especializado para prestar assistência à vítima.
O socorrista deverá ter disponível um objeto flutuante chegar até a vítima de afogamento e, se houver condições, removê-la para fora da água.
O socorrista que sabe nadar deverá entrar em águas profundas para realizar o socorro da vítima que está se afogando, principalmente se ela estiver longe da margem.
Se um socorrista tiver um treinamento de resgate aquático, ele poderá resgatar a vítima sem nenhum equipamento flutuante.
A gravidade da queimadura é determinada por alguns fatores. Leia as afirmativas abaixo e identifique as verdadeiras, a seguir, assinale a alternativa que contém a resposta correta.
I- Queimaduras que atinge os genitais e períneo não oferece gravidade à vítima, pois nesse local não se encontra a presença de órgãos vitais.
II- As queimaduras de vias aéreas, causadas pela inalação de fumaça, são de extrema gravidade.
III- A queimadura causada por choque elétrico pode causar danos internos e é extremamente grave.
IV- As queimaduras causadas pela irradiação solar são consideradas de maior gravidade.
II e IV, apenas.
II, III e IV, apenas.
I e IV, apenas.
I, II e III, apenas.
II e III, apenas.
Para socorrer a vítima que está apresentando manifestações compatíveis à um infarto agudo do miocárdio (IAM), torna-se necessário que o socorrista coloque em prática as seguintes ações. Leia as assertivas abaixo e identifique as ações que fazem parte dos primeiros socorros à vítima de IAM.
I- Avaliar os sinais e sintomas apresentados pela vítima, principalmente a dor e, monitorar os sinais vitais.
II- Administrar ácido acetil salicílico (AAS) por via oral e manter a vítima em repouso.
III- Oferecer líquidos por via oral a fim de estabelecer o volume circulante e a manutenção dos níveis da pressão arterial.
A seguir, assinale a alternativa que contém a resposta verdadeira.
I, II e III.
II, apenas.
I e III, apenas.
II e III, apenas.
I e II, apenas.
A síncope ou desmaio é caracterizado pela perda repentina e temporária da consciência ocasionada pela hipoperfusão cerebral. Você estava no trabalho quando seu colega se queixou de tontura e escurecimento da visão, em seguida, ele começou a perder a consciência e sofreu um desmaio. Imediatamente você foi socorrê-lo ao realizar as seguintes ações:
I. Ofereceu água contendo açúcar para hidratar a vítima e aumentar a glicemia sanguínea.
II. Deitou a vítima no chão e elevou os membros inferiores colocando-os em cima de uma cadeira como apoio.
III. Colocou a vítima deitada confortavelmente, afrouxou as vestes e elevou os membros superiores para melhorar a perfusão cerebral.
Assinale a alternativa que contém a resposta verdadeira.
I, apenas.
III, apenas.
I, II e III, apenas.
II e III, apenas.
II, apenas.
No passado, as vítimas que sofreram algum tipo de trauma recebiam o mesmo tratamento do que os outros pacientes com problemas de saúde clínicos, entretanto, na atualidade, seguimos o protocolo de atendimento segundo o Colégio Americano de Cirurgiões e, durante a avaliação primária da vítima, seguimos cinco passos (A, B, C, D, E) para o manejo da vítima traumatizada. Na letra “B” temos a abordagem da ventilação da vítima, desta forma, leia as assertivas a seguir e identifique as verdadeiras.
I- Durante a avaliação das características da respiração da vítima, o socorrista deverá considerar a frequência respiratória, padrão respiratório, movimentação do tórax durante respiração e os ruídos respiratórios.
II- As lesões escoriativas no tórax da vítima, tais como, aquelas causadas por arma branca, podem ser sinais de presença de traumatismo torácico.
III- O oxigênio do ar ambiente é suficiente para atender as demandas da vítima em ambiente extra-hospitalar, o oxigênio medicinal será instalado na vítima apenas em unidades de saúde intra-hospitalar.
Após identificar as assertivas verdadeiras, encontre a alternativa que contém a resposta correta.
As afirmativas I, II e IV são verdadeiras.
As afirmativas I e IV são verdadeiras.
As afirmativas III e IV são verdadeiras.
As afirmativas II, III e V são verdadeiras.
As afirmativas I e III são verdadeiras.
A utilização de álcool e drogas podem ser fatores atribuídos aos afogamentos ocorridos em diversos cenários. Sobre o salvamento e primeiros socorros dispensados às vítimas de afogamentos, leia atentamente cada alternativa e encontre aquela que será aplicada à essas vítimas.
A vítima de afogamento deverá ser removida para fora da água na posição vertical, desta forma, a sua cabeça estará protegida contra uma possível submersão.
Ao realizar a remoção da vítima afogada de dentro da água, o socorrista deverá aguardar a chegada do socorro especializado para prestar assistência à vítima.
O socorrista deverá ter disponível um objeto flutuante chegar até a vítima de afogamento e, se houver condições, removê-la para fora da água.
O socorrista que sabe nadar deverá entrar em águas profundas para realizar o socorro da vítima que está se afogando, principalmente se ela estiver longe da margem.
Se um socorrista tiver um treinamento de resgate aquático, ele poderá resgatar a vítima sem nenhum equipamento flutuante.
A gravidade da queimadura é determinada por alguns fatores. Leia as afirmativas abaixo e identifique as verdadeiras, a seguir, assinale a alternativa que contém a resposta correta.
I- Queimaduras que atinge os genitais e períneo não oferece gravidade à vítima, pois nesse local não se encontra a presença de órgãos vitais.
II- As queimaduras de vias aéreas, causadas pela inalação de fumaça, são de extrema gravidade.
III- A queimadura causada por choque elétrico pode causar danos internos e é extremamente grave.
IV- As queimaduras causadas pela irradiação solar são consideradas de maior gravidade.
II e IV, apenas.
II, III e IV, apenas.
I e IV, apenas.
I, II e III, apenas.
II e III, apenas.
Para socorrer a vítima que está apresentando manifestações compatíveis à um infarto agudo do miocárdio (IAM), torna-se necessário que o socorrista coloque em prática as seguintes ações. Leia as assertivas abaixo e identifique as ações que fazem parte dos primeiros socorros à vítima de IAM.
I- Avaliar os sinais e sintomas apresentados pela vítima, principalmente a dor e, monitorar os sinais vitais.
II- Administrar ácido acetil salicílico (AAS) por via oral e manter a vítima em repouso.
III- Oferecer líquidos por via oral a fim de estabelecer o volume circulante e a manutenção dos níveis da pressão arterial.
A seguir, assinale a alternativa que contém a resposta verdadeira.
I, II e III.
II, apenas.
I e III, apenas.
II e III, apenas.
I e II, apenas.
A síncope ou desmaio é caracterizado pela perda repentina e temporária da consciência ocasionada pela hipoperfusão cerebral. Você estava no trabalho quando seu colega se queixou de tontura e escurecimento da visão, em seguida, ele começou a perder a consciência e sofreu um desmaio. Imediatamente você foi socorrê-lo ao realizar as seguintes ações:
I. Ofereceu água contendo açúcar para hidratar a vítima e aumentar a glicemia sanguínea.
II. Deitou a vítima no chão e elevou os membros inferiores colocando-os em cima de uma cadeira como apoio.
III. Colocou a vítima deitada confortavelmente, afrouxou as vestes e elevou os membros superiores para melhorar a perfusão cerebral.
Assinale a alternativa que contém a resposta verdadeira.
I, apenas.
III, apenas.
I, II e III, apenas.
II e III, apenas.
II, apenas.
No passado, as vítimas que sofreram algum tipo de trauma recebiam o mesmo tratamento do que os outros pacientes com problemas de saúde clínicos, entretanto, na atualidade, seguimos o protocolo de atendimento segundo o Colégio Americano de Cirurgiões e, durante a avaliação primária da vítima, seguimos cinco passos (A, B, C, D, E) para o manejo da vítima traumatizada. Na letra “B” temos a abordagem da ventilação da vítima, desta forma, leia as assertivas a seguir e identifique as verdadeiras.
I- Durante a avaliação das características da respiração da vítima, o socorrista deverá considerar a frequência respiratória, padrão respiratório, movimentação do tórax durante respiração e os ruídos respiratórios.
II- As lesões escoriativas no tórax da vítima, tais como, aquelas causadas por arma branca, podem ser sinais de presença de traumatismo torácico.
III- O oxigênio do ar ambiente é suficiente para atender as demandas da vítima em ambiente extra-hospitalar, o oxigênio medicinal será instalado na vítima apenas em unidades de saúde intra-hospitalar.
Após identificar as assertivas verdadeiras, encontre a alternativa que contém a resposta correta.
A vítima de afogamento deverá ser removida para fora da água na posição vertical, desta forma, a sua cabeça estará protegida contra uma possível submersão.
Ao realizar a remoção da vítima afogada de dentro da água, o socorrista deverá aguardar a chegada do socorro especializado para prestar assistência à vítima.
O socorrista deverá ter disponível um objeto flutuante chegar até a vítima de afogamento e, se houver condições, removê-la para fora da água.
O socorrista que sabe nadar deverá entrar em águas profundas para realizar o socorro da vítima que está se afogando, principalmente se ela estiver longe da margem.
Se um socorrista tiver um treinamento de resgate aquático, ele poderá resgatar a vítima sem nenhum equipamento flutuante.
A gravidade da queimadura é determinada por alguns fatores. Leia as afirmativas abaixo e identifique as verdadeiras, a seguir, assinale a alternativa que contém a resposta correta.
I- Queimaduras que atinge os genitais e períneo não oferece gravidade à vítima, pois nesse local não se encontra a presença de órgãos vitais.
II- As queimaduras de vias aéreas, causadas pela inalação de fumaça, são de extrema gravidade.
III- A queimadura causada por choque elétrico pode causar danos internos e é extremamente grave.
IV- As queimaduras causadas pela irradiação solar são consideradas de maior gravidade.
II e IV, apenas.
II, III e IV, apenas.
I e IV, apenas.
I, II e III, apenas.
II e III, apenas.
Para socorrer a vítima que está apresentando manifestações compatíveis à um infarto agudo do miocárdio (IAM), torna-se necessário que o socorrista coloque em prática as seguintes ações. Leia as assertivas abaixo e identifique as ações que fazem parte dos primeiros socorros à vítima de IAM.
I- Avaliar os sinais e sintomas apresentados pela vítima, principalmente a dor e, monitorar os sinais vitais.
II- Administrar ácido acetil salicílico (AAS) por via oral e manter a vítima em repouso.
III- Oferecer líquidos por via oral a fim de estabelecer o volume circulante e a manutenção dos níveis da pressão arterial.
A seguir, assinale a alternativa que contém a resposta verdadeira.
I, II e III.
II, apenas.
I e III, apenas.
II e III, apenas.
I e II, apenas.
A síncope ou desmaio é caracterizado pela perda repentina e temporária da consciência ocasionada pela hipoperfusão cerebral. Você estava no trabalho quando seu colega se queixou de tontura e escurecimento da visão, em seguida, ele começou a perder a consciência e sofreu um desmaio. Imediatamente você foi socorrê-lo ao realizar as seguintes ações:
I. Ofereceu água contendo açúcar para hidratar a vítima e aumentar a glicemia sanguínea.
II. Deitou a vítima no chão e elevou os membros inferiores colocando-os em cima de uma cadeira como apoio.
III. Colocou a vítima deitada confortavelmente, afrouxou as vestes e elevou os membros superiores para melhorar a perfusão cerebral.
Assinale a alternativa que contém a resposta verdadeira.
I, apenas.
III, apenas.
I, II e III, apenas.
II e III, apenas.
II, apenas.
No passado, as vítimas que sofreram algum tipo de trauma recebiam o mesmo tratamento do que os outros pacientes com problemas de saúde clínicos, entretanto, na atualidade, seguimos o protocolo de atendimento segundo o Colégio Americano de Cirurgiões e, durante a avaliação primária da vítima, seguimos cinco passos (A, B, C, D, E) para o manejo da vítima traumatizada. Na letra “B” temos a abordagem da ventilação da vítima, desta forma, leia as assertivas a seguir e identifique as verdadeiras.
I- Durante a avaliação das características da respiração da vítima, o socorrista deverá considerar a frequência respiratória, padrão respiratório, movimentação do tórax durante respiração e os ruídos respiratórios.
II- As lesões escoriativas no tórax da vítima, tais como, aquelas causadas por arma branca, podem ser sinais de presença de traumatismo torácico.
III- O oxigênio do ar ambiente é suficiente para atender as demandas da vítima em ambiente extra-hospitalar, o oxigênio medicinal será instalado na vítima apenas em unidades de saúde intra-hospitalar.
Após identificar as assertivas verdadeiras, encontre a alternativa que contém a resposta correta.
II e IV, apenas.
II, III e IV, apenas.
I e IV, apenas.
I, II e III, apenas.
II e III, apenas.
Para socorrer a vítima que está apresentando manifestações compatíveis à um infarto agudo do miocárdio (IAM), torna-se necessário que o socorrista coloque em prática as seguintes ações. Leia as assertivas abaixo e identifique as ações que fazem parte dos primeiros socorros à vítima de IAM.
I- Avaliar os sinais e sintomas apresentados pela vítima, principalmente a dor e, monitorar os sinais vitais.
II- Administrar ácido acetil salicílico (AAS) por via oral e manter a vítima em repouso.
III- Oferecer líquidos por via oral a fim de estabelecer o volume circulante e a manutenção dos níveis da pressão arterial.
A seguir, assinale a alternativa que contém a resposta verdadeira.
I, II e III.
II, apenas.
I e III, apenas.
II e III, apenas.
I e II, apenas.
A síncope ou desmaio é caracterizado pela perda repentina e temporária da consciência ocasionada pela hipoperfusão cerebral. Você estava no trabalho quando seu colega se queixou de tontura e escurecimento da visão, em seguida, ele começou a perder a consciência e sofreu um desmaio. Imediatamente você foi socorrê-lo ao realizar as seguintes ações:
I. Ofereceu água contendo açúcar para hidratar a vítima e aumentar a glicemia sanguínea.
II. Deitou a vítima no chão e elevou os membros inferiores colocando-os em cima de uma cadeira como apoio.
III. Colocou a vítima deitada confortavelmente, afrouxou as vestes e elevou os membros superiores para melhorar a perfusão cerebral.
Assinale a alternativa que contém a resposta verdadeira.
I, apenas.
III, apenas.
I, II e III, apenas.
II e III, apenas.
II, apenas.
No passado, as vítimas que sofreram algum tipo de trauma recebiam o mesmo tratamento do que os outros pacientes com problemas de saúde clínicos, entretanto, na atualidade, seguimos o protocolo de atendimento segundo o Colégio Americano de Cirurgiões e, durante a avaliação primária da vítima, seguimos cinco passos (A, B, C, D, E) para o manejo da vítima traumatizada. Na letra “B” temos a abordagem da ventilação da vítima, desta forma, leia as assertivas a seguir e identifique as verdadeiras.
I- Durante a avaliação das características da respiração da vítima, o socorrista deverá considerar a frequência respiratória, padrão respiratório, movimentação do tórax durante respiração e os ruídos respiratórios.
II- As lesões escoriativas no tórax da vítima, tais como, aquelas causadas por arma branca, podem ser sinais de presença de traumatismo torácico.
III- O oxigênio do ar ambiente é suficiente para atender as demandas da vítima em ambiente extra-hospitalar, o oxigênio medicinal será instalado na vítima apenas em unidades de saúde intra-hospitalar.
Após identificar as assertivas verdadeiras, encontre a alternativa que contém a resposta correta.
I, II e III.
II, apenas.
I e III, apenas.
II e III, apenas.
I e II, apenas.
A síncope ou desmaio é caracterizado pela perda repentina e temporária da consciência ocasionada pela hipoperfusão cerebral. Você estava no trabalho quando seu colega se queixou de tontura e escurecimento da visão, em seguida, ele começou a perder a consciência e sofreu um desmaio. Imediatamente você foi socorrê-lo ao realizar as seguintes ações:
I. Ofereceu água contendo açúcar para hidratar a vítima e aumentar a glicemia sanguínea.
II. Deitou a vítima no chão e elevou os membros inferiores colocando-os em cima de uma cadeira como apoio.
III. Colocou a vítima deitada confortavelmente, afrouxou as vestes e elevou os membros superiores para melhorar a perfusão cerebral.
Assinale a alternativa que contém a resposta verdadeira.
I, apenas.
III, apenas.
I, II e III, apenas.
II e III, apenas.
II, apenas.
No passado, as vítimas que sofreram algum tipo de trauma recebiam o mesmo tratamento do que os outros pacientes com problemas de saúde clínicos, entretanto, na atualidade, seguimos o protocolo de atendimento segundo o Colégio Americano de Cirurgiões e, durante a avaliação primária da vítima, seguimos cinco passos (A, B, C, D, E) para o manejo da vítima traumatizada. Na letra “B” temos a abordagem da ventilação da vítima, desta forma, leia as assertivas a seguir e identifique as verdadeiras.
I- Durante a avaliação das características da respiração da vítima, o socorrista deverá considerar a frequência respiratória, padrão respiratório, movimentação do tórax durante respiração e os ruídos respiratórios.
II- As lesões escoriativas no tórax da vítima, tais como, aquelas causadas por arma branca, podem ser sinais de presença de traumatismo torácico.
III- O oxigênio do ar ambiente é suficiente para atender as demandas da vítima em ambiente extra-hospitalar, o oxigênio medicinal será instalado na vítima apenas em unidades de saúde intra-hospitalar.
Após identificar as assertivas verdadeiras, encontre a alternativa que contém a resposta correta.
I, apenas.
III, apenas.
I, II e III, apenas.
II e III, apenas.
II, apenas.