Questõesde UFMT 2006
Desde o início do século XXI, as democracias latino-americanas se expandem e se consolidam com eleições periódicas e
alternância de correntes políticas no poder. Sobre esse contexto político e econômico, assinale V para as afirmativas
verdadeiras e F para as falsas.
( ) A Venezuela, cujo crescimento econômico sustenta-se graças à valorização do preço do petróleo, aderiu ao
acordo do Mercosul em reunião de cúpula realizada em Caracas.
( ) A Bolívia, país membro associado do Mercosul, realizou eleições em dezembro de 2005 que deram vitória a Evo
Morales do Movimiento Al Socialismo (MAS); a partir de 2006, seu governo tomou duras medidas contra os
investimentos de empresas brasileiras naquele país com a estatização da exploração de gás natural.
( ) As eleições na Colômbia, em 2006, demonstraram uma interrupção na tendência sul-americana de escolher
governos esquerdistas ou populistas, quando a população optou por reeleger Álvaro Uribe que desenvolve uma
política externa pragmática por meio da cooperação comercial e militar com os EUA.
( ) México e Chile, sintonizados com o projeto bolivariano de Hugo Chavez, defendem o protecionismo econômico
como a melhor estratégia para impulsionar negócios, gerar empregos e atrair investimentos.
Marque a seqüência correta.
A doença de Chagas, transmitida pelo barbeiro, é causada pelo protozoário Trypanosoma cruzi. Sobre esse protozoário,
analise as características.
I - Eucarionte dotado de flagelo.
II - Eucarionte dotado de cílios.
III - Eucarionte unicelular heterótrofo.
IV - Eucarionte pluricelular autótrofo.
São características do Trypanosoma cruzi
A doença de Chagas, transmitida pelo barbeiro, é causada pelo protozoário Trypanosoma cruzi. Sobre esse protozoário, analise as características.
I - Eucarionte dotado de flagelo.
II - Eucarionte dotado de cílios.
III - Eucarionte unicelular heterótrofo.
IV - Eucarionte pluricelular autótrofo.
São características do Trypanosoma cruzi
O processo de urbanização dos espaços geográficos mundiais vêm se intensificando nas últimas décadas. Sobre a
temática, assinale a afirmativa INCORRETA.
A história do que hoje é chamado Índia é multi-milenar. O período em que a sua importância para o ocidente foi mais
relevante esteve atrelado ao domínio inglês que retirava grande volume de riquezas, além de beneficiar-se de sua
dimensão estratégica para o crescimento do império. Quando ocorreu a descolonização da Índia, o contexto internacional
era bastante sombrio pelo exacerbamento do confronto entre as duas superpotências da época, os EUA e a URSS. Sobre o
processo de colonização e o de emancipação da Índia, assinale a afirmativa INCORRETA.
A coluna da esquerda apresenta os principais climas do Brasil e a da direita, algumas das suas características. Numere a
coluna da direita de acordo com a da esquerda.
1 – Clima equatorial úmido
2 – Clima tropical
3 – Clima subtropical úmido
4 – Clima tropical semi-árido
( ) Abrange a maior parte das regiões Centro-Oeste e Sudeste e
grande parte da região Norte. Caracteriza-se pela existência
de duas estações bem diferenciadas: verões quentes e
chuvosos e invernos secos. No verão, é influenciado pelas
massas de ar Equatorial Continental e Tropical Atlântica,
responsáveis pelas chuvas da época.
( ) Ocorre na região Sul do país. É controlado pela Massa de
Ar Tropical Atlântica e influenciado no inverno pela Massa
de Ar Polar Atlântica. Apresenta chuvas bem distribuídas
durante o ano, estações bem diferenciadas e invernos
rigorosos.
( ) Abrange o sertão nordestino e o norte de Minas Gerais.
Caracteriza-se por temperaturas muito elevadas e chuvas
escassas e mal distribuídas durante o ano. Apresenta os
menores índices pluviométricos do país e as médias
térmicas mais elevadas. ( ) Predomina na maior parte da Amazônia. É controlado pela
Massa de Ar Equatorial Continental. Apresenta
temperaturas sempre elevadas, baixa amplitude térmica
anual e chuvas abundantes e bem distribuídas durante o ano.
Marque a seqüência correta.
Para Euclides da Cunha, autor do clássico Os Sertões, Canudos, a “Tróia de Taipa”, teve como raízes “as grandes
concessões de sesmarias, definidoras da feição mais durável do nosso feudalismo tacanho [...] dilatados latifúndios [...]
avassalando a terra.”
Sobre Canudos, analise as afirmativas.
I - Canudos gerou um adensamento populacional numa região predominantemente rural, incomodou os fazendeiros
locais que tinham sua oferta de mão-de-obra diminuída e seu poder político ameaçado.
II - A referência a Tróia, tal como verificado no texto clássico de Euclides da Cunha, deve-se ao fato de Antonio
Conselheiro, tal como Paris o herói grego, ter resistido bravamente às incursões dos fazendeiros locais na tentativa
de retomar a posse das terras ocupadas pelos sertanejos.
III - O conflito denominado Guerra de Canudos pode ser caracterizado como uma questão de posse da terra. Antonio
Conselheiro, herdeiro de uma grande concessão de terras no interior da Bahia, desenvolveu um projeto de ocupação
original e provocou a ira de seus adversários políticos.
IV - A melhor compreensão do episódio da Guerra de Canudos implica considerar a estrutura fundiária concentradora
de terras que persiste historicamente no Nordeste brasileiro, as condições de miserabilidade a que estava sujeita a
população sertaneja e a ausência do Estado nessas regiões interioranas deixando a população sujeita às vicissitudes
dos grandes proprietários locais.
Estão corretas as afirmativas
Leia os textos a seguir:
TEXTO I
Ao analisar as produções da época de Canudos e o Relatório do Comitê Patriótico da Bahia (1897-1901) que avalia a situação de Canudos pós-guerra, Sérgio Guerra faz o seguinte comentário: “Observe-se que há um apelo à caridade na medida em que enfatiza a divisão e venda das crianças como animais, inclusive para pessoas desqualificadas para tal função, destaca a existência de maus tratos e denúncia de escravidão quando inquirido pelo tesoureiro do Comitê, enfatizando que existe a venda de menores [...] Ora, diante disso o Comitê andou correto, procurando salvar esta gente e dar aos menores, educação que os habilitasse a serem futuros cidadãos da República, amando-a e não odiando-a”.
(Disponível em www.portfolium.com.br/canudos.htm. Acesso em 17/07/06.)
TEXTO II
Comentando a obra Os Sertões de Euclides da Cunha, José Carlos V. Santana chama a atenção para a forma como são descritos a natureza e o sertanejo: “Vários retornos são feitos à questão climática e à “urdidura geológica da terra”, para que finalmente se possa tomar conhecimento do sertanejo como “perfeita tradução moral dos agentes físicos de sua terra”. “É inconstante como ela, é natural que o seja. Viver é adaptar-se. Ela o adaptou à sua imagem: bárbaro, impetuoso, abrupto ...” [...] Os componentes das forças militares mostravam-se amedrontados diante do desconhecido da terra que nunca tinham visto.”
(Disponível em www.portfolium.com.br/canudos.htm. Acesso em 17/07/06.)
Com base nos textos e em seus conhecimentos sobre a Guerra de Canudos e a realidade nordestina, marque V para as
afirmativas verdadeiras e F para as falsas.
( ) A situação descrita no texto I se aplica somente à realidade de Canudos, não servindo de referência para comparar
com a atualidade, tendo em vista as constantes campanhas governamentais de combate à exploração de menores.
( ) No texto II, ao tratar o sertanejo nordestino como bárbaro, impetuoso, abrupto, Euclides da Cunha revela a
influência determinista nas idéias da época, em que o homem é visto como um produto do meio; o sertanejo é a
imagem da aridez do sertão.
( ) No Brasil, criou-se a idéia de que o Centro-Sul desenvolvido sustenta o Nordeste subdesenvolvido − idéia
estereotipada que vincula os problemas sócio-econômicos do Nordeste às características da população e do clima.
Assinale a seqüência correta.
Com base nos textos e em seus conhecimentos sobre a Guerra de Canudos e a realidade nordestina, marque V para as afirmativas verdadeiras e F para as falsas.
( ) A situação descrita no texto I se aplica somente à realidade de Canudos, não servindo de referência para comparar com a atualidade, tendo em vista as constantes campanhas governamentais de combate à exploração de menores.
( ) No texto II, ao tratar o sertanejo nordestino como bárbaro, impetuoso, abrupto, Euclides da Cunha revela a influência determinista nas idéias da época, em que o homem é visto como um produto do meio; o sertanejo é a imagem da aridez do sertão.
( ) No Brasil, criou-se a idéia de que o Centro-Sul desenvolvido sustenta o Nordeste subdesenvolvido − idéia estereotipada que vincula os problemas sócio-econômicos do Nordeste às características da população e do clima.
Assinale a seqüência correta.
Leia os textos a seguir:
TEXTO I
Ao analisar as produções da época de Canudos e o Relatório do Comitê Patriótico da Bahia (1897-1901) que avalia a situação de Canudos pós-guerra, Sérgio Guerra faz o seguinte comentário: “Observe-se que há um apelo à caridade na medida em que enfatiza a divisão e venda das crianças como animais, inclusive para pessoas desqualificadas para tal função, destaca a existência de maus tratos e denúncia de escravidão quando inquirido pelo tesoureiro do Comitê, enfatizando que existe a venda de menores [...] Ora, diante disso o Comitê andou correto, procurando salvar esta gente e dar aos menores, educação que os habilitasse a serem futuros cidadãos da República, amando-a e não odiando-a”.
(Disponível em www.portfolium.com.br/canudos.htm. Acesso em 17/07/06.)
TEXTO II
Comentando a obra Os Sertões de Euclides da Cunha, José Carlos V. Santana chama a atenção para a forma como são descritos a natureza e o sertanejo: “Vários retornos são feitos à questão climática e à “urdidura geológica da terra”, para que finalmente se possa tomar conhecimento do sertanejo como “perfeita tradução moral dos agentes físicos de sua terra”. “É inconstante como ela, é natural que o seja. Viver é adaptar-se. Ela o adaptou à sua imagem: bárbaro, impetuoso, abrupto ...” [...] Os componentes das forças militares mostravam-se amedrontados diante do desconhecido da terra que nunca tinham visto.”
(Disponível em www.portfolium.com.br/canudos.htm. Acesso em 17/07/06.)
A Inconfidência Mineira representou um momento significativo de uma série de revoltas regionais que caracterizaram a
história dos séculos XVIII e XIX até a Independência. O conflito com a metrópole portuguesa deu-se em torno da disputa
por tributos devidos pela capitania. Sobre esse contexto, assinale a afirmativa correta.
Sobre o panorama energético brasileiro, assinale a afirmativa que aborda corretamente os seguintes aspectos: fonte,
produção, impactos ambientais.
A energia hidráulica é a principal fonte primária da matriz energética brasileira tendo em vista a existência de rede hidrográfica que facilita a construção de usinas hidrelétricas a custos reduzidos. É uma fonte energética limpa e sem impactos no meio ambiente.
O mapa abaixo apresenta os principais portos fluviais e marítimos brasileiros.
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</div></div></h2><div class=)
O mapa abaixo apresenta os principais portos fluviais e marítimos brasileiros.
![](https://qcon-assets-production.s3.amazonaws.com/images/provas/75148/34.jpg)
AI e IV, apenas.BI, III e IV, apenas.CII e III, apenas.DI, II e IV, apenas.EI, II, III e IV.
O mapa abaixo apresenta os principais portos fluviais e marítimos brasileiros.
O mapa abaixo apresenta os principais portos fluviais e marítimos brasileiros.
A ação da raposa revela que ela quer
“A verdadeira notícia da Amazônia é que a notícia não é tão ruim. A região tem o potencial de ser a próxima fonte de
alimentos do mundo e continuar a mais importante floresta tropical virgem do planeta”.
(KELLY, Brian e LONDON, Mark. Produção agrícola poderá salvar a floresta amazônica. The New York
Times, 22/04/2004. Disponível em http://noticias.uol.com.br/midiaglobal/nytimes/ult574u3928.jhtm .
Acesso em 22/04/2004.)
Sobre o agronegócio em Mato Grosso, marque V para as afirmativas verdadeiras e F para as falsas.
( ) O agronegócio em Mato Grosso vive a contradição de ser o carro chefe da balança comercial, expressão da
modernização agrícola por um lado e, por outro, ver reiteradas vezes, alguns de seus representantes integrarem a
“Lista Suja” do Ministério do Trabalho e Emprego, sob a alegação de uso de “trabalho escravo”.
( ) O aumento das plantações de soja em mais de 50 %, desde 2001, não produziu o desmatamento diretamente, mas,
ao empurrar para dentro da floresta pecuaristas, madeireiros e outros produtores, estimulou tal atividade
sensivelmente.
( ) A devastação de 26.104 km2
da floresta Amazônica, em 2004, provocou reação dos sojicultores que passaram a
investir no reflorestamento e recomposição da mata derrubada.
Marque a seqüência correta.
“A verdadeira notícia da Amazônia é que a notícia não é tão ruim. A região tem o potencial de ser a próxima fonte de alimentos do mundo e continuar a mais importante floresta tropical virgem do planeta”.
(KELLY, Brian e LONDON, Mark. Produção agrícola poderá salvar a floresta amazônica. The New York Times, 22/04/2004. Disponível em http://noticias.uol.com.br/midiaglobal/nytimes/ult574u3928.jhtm . Acesso em 22/04/2004.)
Sobre o agronegócio em Mato Grosso, marque V para as afirmativas verdadeiras e F para as falsas.
( ) O agronegócio em Mato Grosso vive a contradição de ser o carro chefe da balança comercial, expressão da modernização agrícola por um lado e, por outro, ver reiteradas vezes, alguns de seus representantes integrarem a “Lista Suja” do Ministério do Trabalho e Emprego, sob a alegação de uso de “trabalho escravo”.
( ) O aumento das plantações de soja em mais de 50 %, desde 2001, não produziu o desmatamento diretamente, mas, ao empurrar para dentro da floresta pecuaristas, madeireiros e outros produtores, estimulou tal atividade sensivelmente.
( ) A devastação de 26.104 km2 da floresta Amazônica, em 2004, provocou reação dos sojicultores que passaram a investir no reflorestamento e recomposição da mata derrubada.
Marque a seqüência correta.
Uma das características marcantes da agropecuária mato-grossense é a predominância da monocultura, geralmente
praticada em grandes extensões de terras. Sobre o tema, assinale a afirmativa correta.
Analise as afirmativas sobre o contexto mato-grossense na década de 70 do século XX.
I - O Plano de Integração Nacional (PIN), desenvolvido durante o governo de Emílio Garrastazu Médici (1969-1974),
voltou-se exclusivamente para incentivar a ocupação da Amazônia com pequenas propriedades e, para tal, foram
implementados nessa região inúmeros Projetos de Assentamentos Conjuntos.
II - As políticas de colonização desenvolvidas pelos governos militares para toda a Amazônia, inclusive Mato Grosso,
a partir de 1970, tinham, entre outros propósitos, o de aliviar as tensões sociais no campo em outras regiões do país.
III - Mato Grosso teve um acréscimo populacional nesse período, devido ao elevado crescimento vegetativo, reflexo
imediato do aumento do número de filhos que caracterizava as famílias que viviam no meio rural.
IV - O Instituto Nacional de Colonização e Reforma Agrária (INCRA) foi o órgão federal que comandou os projetos
oficiais de colonização em áreas da Amazônia Legal e incentivou a participação de empresas particulares e
cooperativas agropecuárias.
Estão corretas as afirmativas
Analise as afirmativas sobre o contexto mato-grossense na década de 70 do século XX.
I - O Plano de Integração Nacional (PIN), desenvolvido durante o governo de Emílio Garrastazu Médici (1969-1974), voltou-se exclusivamente para incentivar a ocupação da Amazônia com pequenas propriedades e, para tal, foram implementados nessa região inúmeros Projetos de Assentamentos Conjuntos.
II - As políticas de colonização desenvolvidas pelos governos militares para toda a Amazônia, inclusive Mato Grosso, a partir de 1970, tinham, entre outros propósitos, o de aliviar as tensões sociais no campo em outras regiões do país.
III - Mato Grosso teve um acréscimo populacional nesse período, devido ao elevado crescimento vegetativo, reflexo imediato do aumento do número de filhos que caracterizava as famílias que viviam no meio rural.
IV - O Instituto Nacional de Colonização e Reforma Agrária (INCRA) foi o órgão federal que comandou os projetos oficiais de colonização em áreas da Amazônia Legal e incentivou a participação de empresas particulares e cooperativas agropecuárias.
Estão corretas as afirmativas
Em relação aos recursos lingüísticos utilizados no texto, assinale a afirmativa INCORRETA.
Assinale o provérbio que reflete o ensinamento contido no texto.
Em she’ll vote for the same one I do., texto II, a palavra sublinhada foi empregada no lugar de
TEXTO I
Little Boy: What does your Daddy do?
Little Girl: Whatever my Momma tells him.
(JANSSEN, Arlo T. International Stories.
New Jersey: Prentice-Hall, 1981.)
TEXTO II
George: Which candidate is your wife going to vote for?
Herman: Oh, she’ll vote for the same one I do.
George: Which one is that? Herman: I don’t know yet. She’s going to tell me
tomorrow.
(JANSSEN, Arlo T. International Stories.
New Jersey: Prentice-Hall, 1981.)
A respeito do texto, assinale V para as afirmativas verdadeiras e F para as falsas.
( ) The Fox and the Crow caracteriza-se como fábula.
( ) A intenção predominante do texto é informar.
( ) As aspas demarcam as falas dos interlocutores.
( ) Os personagens agem como seres humanos.
Assinale a seqüência correta.
A respeito do texto, assinale V para as afirmativas verdadeiras e F para as falsas.
( ) The Fox and the Crow caracteriza-se como fábula.
( ) A intenção predominante do texto é informar.
( ) As aspas demarcam as falas dos interlocutores.
( ) Os personagens agem como seres humanos.
Assinale a seqüência correta.
Pode-se inferir dos textos I e II que
TEXTO I
Little Boy: What does your Daddy do?
Little Girl: Whatever my Momma tells him.
(JANSSEN, Arlo T. International Stories.
New Jersey: Prentice-Hall, 1981.)
TEXTO II
George: Which candidate is your wife going to vote for?
Herman: Oh, she’ll vote for the same one I do.
George: Which one is that? Herman: I don’t know yet. She’s going to tell me
tomorrow.
(JANSSEN, Arlo T. International Stories.
New Jersey: Prentice-Hall, 1981.)