GESTÃO DE RECURSOS HÍDRICOS
Para responder essa questão você pode se basear nos estudos sobre o ciclo das águas.
A Bacia Hidrográfica pode ser definida como uma área delimitada, drenada por um rio principal e seus afluentes e subafluentes, que formam uma rede de drenagem. Essas áreas funcionam como receptores naturais de águas, provenientes das áreas mais altas para a as mais baixas. Observe a imagem e considere o limite do relevo:
![](data:image/png;base64,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)
Fonte: SOARES, 2015, p. 31.
Observando a imagem, podemos afirmar que a linha que define a parte mais elevada da topografia é:
A rede hidrográfica, composta por um conjunto de rios que convergem para um rio principal.
Seção de controle, por onde toda a água captada na bacia é drenada.
A rede de drenagem, constituída de todos os corpos d’água da bacia e canais de escoamento.
A vertente, que orienta o escoamento e influencia na velocidade e volume de sedimentos transportados pela bacia.
O divisor de águas, que delimita, fisicamente, a bacia.
Para responder essa questão você pode se basear nos estudos sobre qualidade e legislação das águas.
A qualidade da água é medida por características mensuráveis, geralmente, quanto aos aspectos químico, físico e biológico. Tais características devem ser mantidas dentro de determinados limites, representados por padrões, segundo resoluções do Conselho Nacional do Meio Ambiente (CONAMA). Pode-se dizer que são considerados nas medidas de qualidade da água:
Nitrato, nitrito, nitrogênio amoniacal, fósforos totais, PH, OD (oxigênio dissolvido) e DQO (demanda química de oxigênio).
Berílio, magnésio, cálcio total, estrôncio, bário, rádio, PH e OD (oxigênio dissolvido).
Lítio, sódio, potássio total, rubídio, potencial hidrogeniônico (PH), césio e frâncio.
Nitrogênio, OD (oxigênio dissolvido), fósforo total, arsênio, antimônio e bismuto.
Cobre, zinco total, escândio, titânio, vanádio, cromo, DQO (demanda química de oxigênio), manganês e ferro.
Para responder essa questão você pode se basear nos estudos sobre qualidade e legislação das águas.
A Lei Nº 9.433, de 08 de janeiro de 1997, instituiu a Política Nacional de Recursos Hídricos (PNRH), conhecida como Lei das Águas, e criou o Sistema Nacional de Gerenciamento dos Recursos Hídricos (SINGREH). O primeiro objetivo dessa Política, disposto no capítulo II, Art. 2º, é “assegurar à atual e às futuras gerações a necessária disponibilidade de água, em padrões de qualidade adequados aos respectivos usos”. Entretanto,
I) A gestão da qualidade da água no país não tem recebido o mesmo destaque dado à quantidade, seja nos aspectos legais ou nos arranjos institucionais em funcionamento no setor, nem no planejamento, tampouco na operacionalização dos sistemas de gestão.
II) Historicamente, tem se preocupado com a qualidade em detrimento da quantidade, o que resulta em excelência na oferta de água, porém, confinada à redutos regionais, enquanto há escassez quase que generalizada na maior parte do território.
III) Tanto a qualidade quanto a quantidade de água disponibilizadas ao consumo humano no Brasil são de excelência e referência mundiais, porém, embora atendam bem à população atual, prevê-se que o mesmo não deva acontecer às futuras gerações.
Pode-se assinalar como resposta:
III, apenas.
I, II e III.
II e III, apenas.
I, apenas.
I e III, apenas.
Para responder essa questão você pode se basear nos estudos sobre distribuição e demanda de água no Brasil e no mundo e os aquíferos.
A água é utilizada para diversas finalidades: afazeres domésticos, atividades públicas, na navegação, agropecuária, para o turismo, pela mineração, em diversos processos industriais e na produção de hidroeletricidade, entre outros. A demanda por recursos hídricos, além de ampla, está crescente. Observe a tirinha:
Fonte: <http://tirasbeck.blogspot.com/>, acesso em Mai. 2019.
Leia as assertivas abaixo, reflita e assinale a(s) alternativa(s) que vai(ão) ao encontro da tirinha acima:
I) Uma das dificuldades educacionais enfrentadas, atualmente, se baseia no fato de que as famílias não aceitam que as escolas trabalhem com conscientização ambiental.
II) O aumento populacional e o aceleramento da economia ampliaram os usos dos recursos naturais, o que tem afetado a forma como nos relacionamos com a natureza e nos comportamos em relação ao meio.
III) Se os recursos naturais não forem utilizados de forma sustentável, as próximas gerações poderão conviver com a realidade da escassez e do racionamento desses bens, incluindo a água.
Pode-se assinalar como resposta:
I, II e III.
II e III, apenas.
III, apenas.
I e III, apenas.
I, apenas.
Para responder essa questão você pode se basear nos estudos sobre distribuição e demanda de água no Brasil e no mundo e os aquíferos.
Vimos que a água doce representa apenas cerca de 1% do total dos recursos hídricos e que sua distribuição é desigual entre os diferentes lugares da Terra. Além disso, água doce e acessível está cada vez mais escassa, representando uma preocupação necessária à sociedade do século XXI.
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)
Fonte: <http://brna269.blogspot.com/2015_02_01_archive.html>, acesso em Mai. 2019.
Leia as assertivas abaixo, reflita e assinale a alternativa que vai ao encontro dos textos acima:
Um dos grandes problemas decorrentes da má destinação dos resíduos sólidos nas cidades é o entupimento de bueiros e as consequentes cheias.
O desmatamento diminui ainda mais a quantidade de água para consumo humano, pois, a falta de vegetação dificulta a absorção da chuva no solo.
As construções humanas, sobretudo nas cidades, onde se adensam, contribuem para a ocorrência de enchentes.
A terra arrastada pela água entope o leito dos rios e os resíduos de agrotóxicos carregados pelas enxurradas envenenam as águas.
O crescimento das cidades, bem como os danos causados pela impermeabilização do solo urbano, impacta na demanda de consumo da água.
Para responder essa questão você pode se basear nos estudos sobre a importância e aplicações da hidrologia no manejo ambiental.
Embora os avanços tecnológicos na hidrologia tenham ganhado relevância na década de 1970, com o desenvolvimento de modelos de simulação, muitos pesquisadores consideram que essa é uma ciência jovem, que se desenvolveu mais significativamente no século XXI. A pressão surgiu da necessidade por obras hidráulicas, em consequência de demandas como:
I) Aumento do consumo de água.
II) Geração de energia.
III) Irrigação.
IV) Construção de hidrovias.
V) Ampliação da malha ferroviária.
Estão ligadas à necessidade de obras hidráulicas:
A rede hidrográfica, composta por um conjunto de rios que convergem para um rio principal.
Seção de controle, por onde toda a água captada na bacia é drenada.
A rede de drenagem, constituída de todos os corpos d’água da bacia e canais de escoamento.
A vertente, que orienta o escoamento e influencia na velocidade e volume de sedimentos transportados pela bacia.
O divisor de águas, que delimita, fisicamente, a bacia.
Para responder essa questão você pode se basear nos estudos sobre qualidade e legislação das águas.
A qualidade da água é medida por características mensuráveis, geralmente, quanto aos aspectos químico, físico e biológico. Tais características devem ser mantidas dentro de determinados limites, representados por padrões, segundo resoluções do Conselho Nacional do Meio Ambiente (CONAMA). Pode-se dizer que são considerados nas medidas de qualidade da água:
Nitrato, nitrito, nitrogênio amoniacal, fósforos totais, PH, OD (oxigênio dissolvido) e DQO (demanda química de oxigênio).
Berílio, magnésio, cálcio total, estrôncio, bário, rádio, PH e OD (oxigênio dissolvido).
Lítio, sódio, potássio total, rubídio, potencial hidrogeniônico (PH), césio e frâncio.
Nitrogênio, OD (oxigênio dissolvido), fósforo total, arsênio, antimônio e bismuto.
Cobre, zinco total, escândio, titânio, vanádio, cromo, DQO (demanda química de oxigênio), manganês e ferro.
Para responder essa questão você pode se basear nos estudos sobre qualidade e legislação das águas.
A Lei Nº 9.433, de 08 de janeiro de 1997, instituiu a Política Nacional de Recursos Hídricos (PNRH), conhecida como Lei das Águas, e criou o Sistema Nacional de Gerenciamento dos Recursos Hídricos (SINGREH). O primeiro objetivo dessa Política, disposto no capítulo II, Art. 2º, é “assegurar à atual e às futuras gerações a necessária disponibilidade de água, em padrões de qualidade adequados aos respectivos usos”. Entretanto,
I) A gestão da qualidade da água no país não tem recebido o mesmo destaque dado à quantidade, seja nos aspectos legais ou nos arranjos institucionais em funcionamento no setor, nem no planejamento, tampouco na operacionalização dos sistemas de gestão.
II) Historicamente, tem se preocupado com a qualidade em detrimento da quantidade, o que resulta em excelência na oferta de água, porém, confinada à redutos regionais, enquanto há escassez quase que generalizada na maior parte do território.
III) Tanto a qualidade quanto a quantidade de água disponibilizadas ao consumo humano no Brasil são de excelência e referência mundiais, porém, embora atendam bem à população atual, prevê-se que o mesmo não deva acontecer às futuras gerações.
Pode-se assinalar como resposta:
III, apenas.
I, II e III.
II e III, apenas.
I, apenas.
I e III, apenas.
Para responder essa questão você pode se basear nos estudos sobre distribuição e demanda de água no Brasil e no mundo e os aquíferos.
A água é utilizada para diversas finalidades: afazeres domésticos, atividades públicas, na navegação, agropecuária, para o turismo, pela mineração, em diversos processos industriais e na produção de hidroeletricidade, entre outros. A demanda por recursos hídricos, além de ampla, está crescente. Observe a tirinha:
Fonte: <http://tirasbeck.blogspot.com/>, acesso em Mai. 2019.
Leia as assertivas abaixo, reflita e assinale a(s) alternativa(s) que vai(ão) ao encontro da tirinha acima:
I) Uma das dificuldades educacionais enfrentadas, atualmente, se baseia no fato de que as famílias não aceitam que as escolas trabalhem com conscientização ambiental.
II) O aumento populacional e o aceleramento da economia ampliaram os usos dos recursos naturais, o que tem afetado a forma como nos relacionamos com a natureza e nos comportamos em relação ao meio.
III) Se os recursos naturais não forem utilizados de forma sustentável, as próximas gerações poderão conviver com a realidade da escassez e do racionamento desses bens, incluindo a água.
Pode-se assinalar como resposta:
I, II e III.
II e III, apenas.
III, apenas.
I e III, apenas.
I, apenas.
Para responder essa questão você pode se basear nos estudos sobre distribuição e demanda de água no Brasil e no mundo e os aquíferos.
Vimos que a água doce representa apenas cerca de 1% do total dos recursos hídricos e que sua distribuição é desigual entre os diferentes lugares da Terra. Além disso, água doce e acessível está cada vez mais escassa, representando uma preocupação necessária à sociedade do século XXI.
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)
Fonte: <http://brna269.blogspot.com/2015_02_01_archive.html>, acesso em Mai. 2019.
Leia as assertivas abaixo, reflita e assinale a alternativa que vai ao encontro dos textos acima:
Um dos grandes problemas decorrentes da má destinação dos resíduos sólidos nas cidades é o entupimento de bueiros e as consequentes cheias.
O desmatamento diminui ainda mais a quantidade de água para consumo humano, pois, a falta de vegetação dificulta a absorção da chuva no solo.
As construções humanas, sobretudo nas cidades, onde se adensam, contribuem para a ocorrência de enchentes.
A terra arrastada pela água entope o leito dos rios e os resíduos de agrotóxicos carregados pelas enxurradas envenenam as águas.
O crescimento das cidades, bem como os danos causados pela impermeabilização do solo urbano, impacta na demanda de consumo da água.
Para responder essa questão você pode se basear nos estudos sobre a importância e aplicações da hidrologia no manejo ambiental.
Embora os avanços tecnológicos na hidrologia tenham ganhado relevância na década de 1970, com o desenvolvimento de modelos de simulação, muitos pesquisadores consideram que essa é uma ciência jovem, que se desenvolveu mais significativamente no século XXI. A pressão surgiu da necessidade por obras hidráulicas, em consequência de demandas como:
I) Aumento do consumo de água.
II) Geração de energia.
III) Irrigação.
IV) Construção de hidrovias.
V) Ampliação da malha ferroviária.
Estão ligadas à necessidade de obras hidráulicas:
Nitrato, nitrito, nitrogênio amoniacal, fósforos totais, PH, OD (oxigênio dissolvido) e DQO (demanda química de oxigênio).
Berílio, magnésio, cálcio total, estrôncio, bário, rádio, PH e OD (oxigênio dissolvido).
Lítio, sódio, potássio total, rubídio, potencial hidrogeniônico (PH), césio e frâncio.
Nitrogênio, OD (oxigênio dissolvido), fósforo total, arsênio, antimônio e bismuto.
Cobre, zinco total, escândio, titânio, vanádio, cromo, DQO (demanda química de oxigênio), manganês e ferro.
Para responder essa questão você pode se basear nos estudos sobre qualidade e legislação das águas.
A Lei Nº 9.433, de 08 de janeiro de 1997, instituiu a Política Nacional de Recursos Hídricos (PNRH), conhecida como Lei das Águas, e criou o Sistema Nacional de Gerenciamento dos Recursos Hídricos (SINGREH). O primeiro objetivo dessa Política, disposto no capítulo II, Art. 2º, é “assegurar à atual e às futuras gerações a necessária disponibilidade de água, em padrões de qualidade adequados aos respectivos usos”. Entretanto,
I) A gestão da qualidade da água no país não tem recebido o mesmo destaque dado à quantidade, seja nos aspectos legais ou nos arranjos institucionais em funcionamento no setor, nem no planejamento, tampouco na operacionalização dos sistemas de gestão.
II) Historicamente, tem se preocupado com a qualidade em detrimento da quantidade, o que resulta em excelência na oferta de água, porém, confinada à redutos regionais, enquanto há escassez quase que generalizada na maior parte do território.
III) Tanto a qualidade quanto a quantidade de água disponibilizadas ao consumo humano no Brasil são de excelência e referência mundiais, porém, embora atendam bem à população atual, prevê-se que o mesmo não deva acontecer às futuras gerações.
Pode-se assinalar como resposta:
III, apenas.
I, II e III.
II e III, apenas.
I, apenas.
I e III, apenas.
Para responder essa questão você pode se basear nos estudos sobre distribuição e demanda de água no Brasil e no mundo e os aquíferos.
A água é utilizada para diversas finalidades: afazeres domésticos, atividades públicas, na navegação, agropecuária, para o turismo, pela mineração, em diversos processos industriais e na produção de hidroeletricidade, entre outros. A demanda por recursos hídricos, além de ampla, está crescente. Observe a tirinha:
Fonte: <http://tirasbeck.blogspot.com/>, acesso em Mai. 2019.
Leia as assertivas abaixo, reflita e assinale a(s) alternativa(s) que vai(ão) ao encontro da tirinha acima:
I) Uma das dificuldades educacionais enfrentadas, atualmente, se baseia no fato de que as famílias não aceitam que as escolas trabalhem com conscientização ambiental.
II) O aumento populacional e o aceleramento da economia ampliaram os usos dos recursos naturais, o que tem afetado a forma como nos relacionamos com a natureza e nos comportamos em relação ao meio.
III) Se os recursos naturais não forem utilizados de forma sustentável, as próximas gerações poderão conviver com a realidade da escassez e do racionamento desses bens, incluindo a água.
Pode-se assinalar como resposta:
I, II e III.
II e III, apenas.
III, apenas.
I e III, apenas.
I, apenas.
Para responder essa questão você pode se basear nos estudos sobre distribuição e demanda de água no Brasil e no mundo e os aquíferos.
Vimos que a água doce representa apenas cerca de 1% do total dos recursos hídricos e que sua distribuição é desigual entre os diferentes lugares da Terra. Além disso, água doce e acessível está cada vez mais escassa, representando uma preocupação necessária à sociedade do século XXI.
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)
Fonte: <http://brna269.blogspot.com/2015_02_01_archive.html>, acesso em Mai. 2019.
Leia as assertivas abaixo, reflita e assinale a alternativa que vai ao encontro dos textos acima:
Um dos grandes problemas decorrentes da má destinação dos resíduos sólidos nas cidades é o entupimento de bueiros e as consequentes cheias.
O desmatamento diminui ainda mais a quantidade de água para consumo humano, pois, a falta de vegetação dificulta a absorção da chuva no solo.
As construções humanas, sobretudo nas cidades, onde se adensam, contribuem para a ocorrência de enchentes.
A terra arrastada pela água entope o leito dos rios e os resíduos de agrotóxicos carregados pelas enxurradas envenenam as águas.
O crescimento das cidades, bem como os danos causados pela impermeabilização do solo urbano, impacta na demanda de consumo da água.
Para responder essa questão você pode se basear nos estudos sobre a importância e aplicações da hidrologia no manejo ambiental.
Embora os avanços tecnológicos na hidrologia tenham ganhado relevância na década de 1970, com o desenvolvimento de modelos de simulação, muitos pesquisadores consideram que essa é uma ciência jovem, que se desenvolveu mais significativamente no século XXI. A pressão surgiu da necessidade por obras hidráulicas, em consequência de demandas como:
I) Aumento do consumo de água.
II) Geração de energia.
III) Irrigação.
IV) Construção de hidrovias.
V) Ampliação da malha ferroviária.
Estão ligadas à necessidade de obras hidráulicas:
III, apenas.
I, II e III.
II e III, apenas.
I, apenas.
I e III, apenas.
Para responder essa questão você pode se basear nos estudos sobre distribuição e demanda de água no Brasil e no mundo e os aquíferos.
A água é utilizada para diversas finalidades: afazeres domésticos, atividades públicas, na navegação, agropecuária, para o turismo, pela mineração, em diversos processos industriais e na produção de hidroeletricidade, entre outros. A demanda por recursos hídricos, além de ampla, está crescente. Observe a tirinha:
Fonte: <http://tirasbeck.blogspot.com/>, acesso em Mai. 2019.
Leia as assertivas abaixo, reflita e assinale a(s) alternativa(s) que vai(ão) ao encontro da tirinha acima:
I) Uma das dificuldades educacionais enfrentadas, atualmente, se baseia no fato de que as famílias não aceitam que as escolas trabalhem com conscientização ambiental.
II) O aumento populacional e o aceleramento da economia ampliaram os usos dos recursos naturais, o que tem afetado a forma como nos relacionamos com a natureza e nos comportamos em relação ao meio.
III) Se os recursos naturais não forem utilizados de forma sustentável, as próximas gerações poderão conviver com a realidade da escassez e do racionamento desses bens, incluindo a água.
Pode-se assinalar como resposta:
I, II e III.
II e III, apenas.
III, apenas.
I e III, apenas.
I, apenas.
Para responder essa questão você pode se basear nos estudos sobre distribuição e demanda de água no Brasil e no mundo e os aquíferos.
Vimos que a água doce representa apenas cerca de 1% do total dos recursos hídricos e que sua distribuição é desigual entre os diferentes lugares da Terra. Além disso, água doce e acessível está cada vez mais escassa, representando uma preocupação necessária à sociedade do século XXI.
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)
Fonte: <http://brna269.blogspot.com/2015_02_01_archive.html>, acesso em Mai. 2019.
Leia as assertivas abaixo, reflita e assinale a alternativa que vai ao encontro dos textos acima:
Um dos grandes problemas decorrentes da má destinação dos resíduos sólidos nas cidades é o entupimento de bueiros e as consequentes cheias.
O desmatamento diminui ainda mais a quantidade de água para consumo humano, pois, a falta de vegetação dificulta a absorção da chuva no solo.
As construções humanas, sobretudo nas cidades, onde se adensam, contribuem para a ocorrência de enchentes.
A terra arrastada pela água entope o leito dos rios e os resíduos de agrotóxicos carregados pelas enxurradas envenenam as águas.
O crescimento das cidades, bem como os danos causados pela impermeabilização do solo urbano, impacta na demanda de consumo da água.
Para responder essa questão você pode se basear nos estudos sobre a importância e aplicações da hidrologia no manejo ambiental.
Embora os avanços tecnológicos na hidrologia tenham ganhado relevância na década de 1970, com o desenvolvimento de modelos de simulação, muitos pesquisadores consideram que essa é uma ciência jovem, que se desenvolveu mais significativamente no século XXI. A pressão surgiu da necessidade por obras hidráulicas, em consequência de demandas como:
I) Aumento do consumo de água.
II) Geração de energia.
III) Irrigação.
IV) Construção de hidrovias.
V) Ampliação da malha ferroviária.
Estão ligadas à necessidade de obras hidráulicas:
I, II e III.
II e III, apenas.
III, apenas.
I e III, apenas.
I, apenas.
Para responder essa questão você pode se basear nos estudos sobre distribuição e demanda de água no Brasil e no mundo e os aquíferos.
Vimos que a água doce representa apenas cerca de 1% do total dos recursos hídricos e que sua distribuição é desigual entre os diferentes lugares da Terra. Além disso, água doce e acessível está cada vez mais escassa, representando uma preocupação necessária à sociedade do século XXI.
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)
Fonte: <http://brna269.blogspot.com/2015_02_01_archive.html>, acesso em Mai. 2019.
Leia as assertivas abaixo, reflita e assinale a alternativa que vai ao encontro dos textos acima:
Um dos grandes problemas decorrentes da má destinação dos resíduos sólidos nas cidades é o entupimento de bueiros e as consequentes cheias.
O desmatamento diminui ainda mais a quantidade de água para consumo humano, pois, a falta de vegetação dificulta a absorção da chuva no solo.
As construções humanas, sobretudo nas cidades, onde se adensam, contribuem para a ocorrência de enchentes.
A terra arrastada pela água entope o leito dos rios e os resíduos de agrotóxicos carregados pelas enxurradas envenenam as águas.
O crescimento das cidades, bem como os danos causados pela impermeabilização do solo urbano, impacta na demanda de consumo da água.
Para responder essa questão você pode se basear nos estudos sobre a importância e aplicações da hidrologia no manejo ambiental.
Embora os avanços tecnológicos na hidrologia tenham ganhado relevância na década de 1970, com o desenvolvimento de modelos de simulação, muitos pesquisadores consideram que essa é uma ciência jovem, que se desenvolveu mais significativamente no século XXI. A pressão surgiu da necessidade por obras hidráulicas, em consequência de demandas como:
I) Aumento do consumo de água.
II) Geração de energia.
III) Irrigação.
IV) Construção de hidrovias.
V) Ampliação da malha ferroviária.
Estão ligadas à necessidade de obras hidráulicas:
Um dos grandes problemas decorrentes da má destinação dos resíduos sólidos nas cidades é o entupimento de bueiros e as consequentes cheias.
O desmatamento diminui ainda mais a quantidade de água para consumo humano, pois, a falta de vegetação dificulta a absorção da chuva no solo.
As construções humanas, sobretudo nas cidades, onde se adensam, contribuem para a ocorrência de enchentes.
A terra arrastada pela água entope o leito dos rios e os resíduos de agrotóxicos carregados pelas enxurradas envenenam as águas.
O crescimento das cidades, bem como os danos causados pela impermeabilização do solo urbano, impacta na demanda de consumo da água.