Questões de Concurso Público Prefeitura de Teresina - PI 2019 para Professor de 2º Ciclo (6º ao 9º ano) - Geografia
Foram encontradas 50 questões
Ano: 2019
Banca:
NUCEPE
Órgão:
Prefeitura de Teresina - PI
Prova:
NUCEPE - 2019 - Prefeitura de Teresina - PI - Professor de 2º Ciclo (6º ao 9º ano) - Geografia |
Q1729017
História
O “enigma russo” resulta muito das ambivalências com que se percebe a Rússia: é europeia mas asiática,
eslava mas oriental, cristã mas ortodoxa, historicamente expansionista mas decisiva para travar a França de
Napoleão e a Alemanha de Hitler, provocou a Guerra Fria mas soube manter uma certa coexistência
pacífica... E da mesma maneira que em tempos se confundia a URSS com a antiga Rússia, também hoje há
a tendência para confundir a Federação Russa com a defunta União Soviética – no entanto, nem a URSS era
o Império Russo nem a Federação Russa é a URSS. Por outro lado, a perspectiva geopolítica é crucial para
entender as percepções, opções políticas/estratégicas e interações da Rússia dada a relevância da sua
geografia, da sua localização, das suas fronteiras, dos recursos existentes no seu território e do seu poder
relativo no espaço pós‑soviético e no mundo.
Fonte: TOMÉ, 2018 – Adaptado.
O comportamento da política internacional russa, liderada por Vladimir Putin, reside no interesse
Fonte: TOMÉ, 2018 – Adaptado.
O comportamento da política internacional russa, liderada por Vladimir Putin, reside no interesse
Ano: 2019
Banca:
NUCEPE
Órgão:
Prefeitura de Teresina - PI
Prova:
NUCEPE - 2019 - Prefeitura de Teresina - PI - Professor de 2º Ciclo (6º ao 9º ano) - Geografia |
Q1729018
Geografia
Os novos subespaços não são igualmente capazes de rentabilizar uma produção. Cada combinação tem sua
própria lógica e autoriza formas de ação específicas a agentes econômicos e sociais específicos. Os lugares
se especializam, em função de suas virtualidades naturais, de sua realidade técnica, de suas vantagens de
ordem social. Isso responde à exigência de maior segurança e rentabilidade para capitais obrigados a uma
competitividade sempre crescente. Isso conduz a uma marcante heterogeneidade entre as unidades
territoriais, com uma divisão do trabalho mais profunda e, também, uma vida de relações mais intensa.
Fonte: SANTOS, M. A natureza do espaço: tempo e técnica, razão e emoção. São Paulo: Edusp, 2008.
O fragmento acima se trata das disputas entre subespaços, no âmbito da lógica capitalista, que se evidencia com a internacionalização das economias e a dinâmica das empresas multinacionais. Esse processo é conhecido como
Fonte: SANTOS, M. A natureza do espaço: tempo e técnica, razão e emoção. São Paulo: Edusp, 2008.
O fragmento acima se trata das disputas entre subespaços, no âmbito da lógica capitalista, que se evidencia com a internacionalização das economias e a dinâmica das empresas multinacionais. Esse processo é conhecido como
Ano: 2019
Banca:
NUCEPE
Órgão:
Prefeitura de Teresina - PI
Prova:
NUCEPE - 2019 - Prefeitura de Teresina - PI - Professor de 2º Ciclo (6º ao 9º ano) - Geografia |
Q1729019
Geografia
O consumo de energia é um dos principais indicadores do desenvolvimento econômico e do nível de
qualidade de vida de qualquer sociedade. Ele reflete tanto o ritmo de atividade dos setores industrial,
comercial e de serviços, quanto a capacidade da população para adquirir bens e serviços tecnologicamente
mais avançados, como automóveis (que demandam combustíveis), eletrodomésticos e eletroeletrônicos (que
exigem acesso à rede elétrica e pressionam o consumo de energia elétrica).
Fonte: BRASIL, Agência Nacional de Energia Elétrica. Atlas de energia elétrica do Brasil. 3ed. Brasília: Aneel, 2008.
Observe o gráfico a seguir:
Participação das diversas regiões do mundo no consumo de energia em 1973 e 2006![Imagem associada para resolução da questão](data:image/png;base64,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)
Sobre as características dos países e regiões do mundo a partir dos dados do gráfico, é procedente afirmar que
Fonte: BRASIL, Agência Nacional de Energia Elétrica. Atlas de energia elétrica do Brasil. 3ed. Brasília: Aneel, 2008.
Observe o gráfico a seguir:
Participação das diversas regiões do mundo no consumo de energia em 1973 e 2006
Sobre as características dos países e regiões do mundo a partir dos dados do gráfico, é procedente afirmar que
Ano: 2019
Banca:
NUCEPE
Órgão:
Prefeitura de Teresina - PI
Prova:
NUCEPE - 2019 - Prefeitura de Teresina - PI - Professor de 2º Ciclo (6º ao 9º ano) - Geografia |
Q1729020
Geografia
Um dos aspectos que caracterizam o processo de globalização é a formação de blocos econômicos regionais,
criados e mantidos com base em realidades e anseios dos países membros. Um tipo de integração inicial dáse no caso do bloco econômico caracterizado pela gradativa liberação do fluxo de mercadorias entre países
membros, o que deve ocorrer por meio da ausência de barreiras tarifárias. Esse tipo de bloco econômico
ficou conhecido como
Ano: 2019
Banca:
NUCEPE
Órgão:
Prefeitura de Teresina - PI
Prova:
NUCEPE - 2019 - Prefeitura de Teresina - PI - Professor de 2º Ciclo (6º ao 9º ano) - Geografia |
Q1729021
Geografia
Quando a demanda de quantidade e qualidade tornou-se imprescindível; quando os mercados ficaram
mundialmente diversificados e, portanto, difíceis de ser controlados; e quando o ritmo da transformação
tecnológica tornou obsoletos os equipamentos de produção com objetivo único, o sistema de produção em
massa ficou mais rígido e dispendioso para as características da nova economia. O sistema flexível surgiu
como uma possível resposta para superar essa rigidez.
CASTELLS, M. A Sociedade em Rede. São Paulo: Paz e Terra, 1999.
O modelo industrial mais flexível, pautado na cooperação, na mão de obra multifuncional, no controle de qualidade e redução de riscos, é conhecido como
CASTELLS, M. A Sociedade em Rede. São Paulo: Paz e Terra, 1999.
O modelo industrial mais flexível, pautado na cooperação, na mão de obra multifuncional, no controle de qualidade e redução de riscos, é conhecido como