Questões de Concurso Público EBSERH 2016 para Arquiteto (CH-UFPA)
Foram encontradas 43 questões
Ano: 2016
Banca:
INSTITUTO AOCP
Órgão:
EBSERH
Prova:
INSTITUTO AOCP - 2016 - EBSERH - Arquiteto (CH-UFPA) |
Q732546
Arquitetura
É denominada Módulo de Referência a projeção no piso ocupada por uma pessoa utilizando cadeira de rodas, motorizadas ou não. O M.R. deve ter as seguintes dimensões:
Ano: 2016
Banca:
INSTITUTO AOCP
Órgão:
EBSERH
Prova:
INSTITUTO AOCP - 2016 - EBSERH - Arquiteto (CH-UFPA) |
Q732547
Arquitetura
Uma rampa foi projetada para vencer um desnível total de 1.50m (metros). Seu primeiro lance tem 9,23m de comprimento, partindo do nível 0.0m e chegando ao patamar intermediário no nível 0.60m. O segundo lance parte do nível 0.60m e chega ao nível final de 1,50m com uma inclinação de 6,25%. Quais são a inclinação do primeiro lance e o comprimento do segundo lance?
Ano: 2016
Banca:
INSTITUTO AOCP
Órgão:
EBSERH
Prova:
INSTITUTO AOCP - 2016 - EBSERH - Arquiteto (CH-UFPA) |
Q732548
Arquitetura
A figura a seguir ilustra uma situação de corte e aterro de um terreno de 30m de largura. Assinale a alternativa que corresponde, respectivamente, ao volume de corte e aterro desse terreno.
![Imagem associada para resolução da questão](data:image/png;base64,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)
Ano: 2016
Banca:
INSTITUTO AOCP
Órgão:
EBSERH
Prova:
INSTITUTO AOCP - 2016 - EBSERH - Arquiteto (CH-UFPA) |
Q732549
Arquitetura
Os levantamentos topográficos são destinados a obter dados do terreno, como seu relevo, os limites, sua área, localização e posicionamento, informações importantes que servirão ao desenvolvimento de projetos. Sobre os levantamentos topográficos, assinale a alternativa correta.
Ano: 2016
Banca:
INSTITUTO AOCP
Órgão:
EBSERH
Prova:
INSTITUTO AOCP - 2016 - EBSERH - Arquiteto (CH-UFPA) |
Q732550
Arquitetura
O poder público municipal deseja tombar uma edificação de interesse histórico, no entanto, ela é de propriedade privada. Como é interesse da prefeitura que a edificação tenha, após o tombamento, uma mudança de uso, sendo destinada ao uso público de função cultural, necessita-se da sua desapropriação. Nesse caso, qual instrumento do estatuto da cidade poderia ser utilizado para indenização do proprietário?