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2020 1 Fase Prova Escrita de FQ A

4 Comment= s / Autor: / 9 Julho, 2020

Voltar a: F sica e Qu mica

  • Prova Escrita de F sica e Qu mica A  vers o 1
  • <= span style=3D'font-size:12.0pt;font-family:"Times New Roman",serif;mso-fare= ast-font-family: "Times New Roman";mso-font-kerning:0pt;mso-ligatures:none;mso-bidi-lan= guage: HE'>Prova 715:&nb= sp;1. Fase   2020

Nota: A prova inclui 8 itens, devidamente identificados no enunciado, cujas r= espostas contribuem obrigatoriamente para a classifica o final (itens I ‒ 2.1.I ‒ 3.1., I ‒ 3.2.1.II ‒ 1.3.1.II ‒ 2.III ‒ 3.IV ‒ 2. e IV ‒ 5.2.).

Dos restantes 18 itens da prova, apenas contribuem par= a a classifica o final os 12 itens cujas respostas obtenham melhor pontua o.

GRUPO I

Recriando uma das famosas experi ncias realizadas por Galileu, estudou-= se o movimento de transla o de uma esfera largada sobre um plano inclinado.

Considere que a esfera pode ser representada pelo seu centro de massa (modelo da part cula material).

Admita que, em cada ensaio realizado, o m dulo da velocidade da esfera aumentou proporcionalmente com o tempo decorrido e que a resultante das for as de atrito que atuaram na esfera n o foi desprez vel.

  • 11 ano   F sica    Dom nio 1   subdom nio 2 (Intera es e os seus efeitos)

1. Qual dos diagramas pode representar, na mesma escala, as for as q= ue atuam na esfera durante a descida no plano inclinado?

= 3D"A

 =

2. Na recria o da experi ncia de Galileu, foi utilizado um plano inclinado, de comprimento L, que est  esquematizado na Figura 1.

Em dois dos ensaios realizados, a esfera foi largada de duas posi es diferentes, A e B, tendo-se medido o tempo que a esfera demorou a atin= gir a posi o C.

= 3D"A

  • 10 ano   F sica   subdom nio 1 (Energia e movimentos)

2.1 O trabalho realizado = pela for a grav tica que atua na esfera, desde a posi o de onde largada at   posi o C, da posi o inicial da intensidade da resultante das for as de atrito que atuam na esfera.

(A) depende e depende

(B) depende e n o depen= de

(C) n o depende e depen= de

(D) n o depende e n o depende

2.2 Considere que tA e tB s o os tempos que a esfera demora a atingir a posi o C quando largada das posi es A e B, respetivamente.

Determine o quociente desses tempos.

Mostre como chegou ao valor solicitado.

 =

3. Os tempos de descida da esfera sobre o plano inclinado foram medi= dos indiretamente a partir dos volumes de gua vertidos por uma bureta.

Assim, em cada ensaio realizado, abriu-se a torneira da bureta no instante em que a esfera foi largada sobre o plano inclinado e fechou-se a torneira da bureta no instante em que a esfera atingiu a b= ase do plano.

  • 10 ano   Qu mica   Dom nio 1   subdom nio 1 <= /span>(Massa e ta= manho dos tomos)
  • 10 ano   Qu mica   A.l.   1.1  Volume e n mero de mol culas numa gota de gua

3.1 Na Figura 2, reproduzem-se duas fotografias (I e II) de parte da bureta, graduada em cm<= /span>3, nas quais se observa o n vel da gua no in cio (I) e no final (I= I) de um dos ensaios.

= 3D"A

Qual foi o volume de gua escoado nesse ensaio?

Apresente o valor solicitado com o n mero correto de algarismos significativos.

A pontua o obtida na resposta contribui obrigatoriamente para a classifica o final da prova.

 =

3.2 Considere que, nos ensaios realizados, a bureta vertia, aproximadamente, 1,6 cm3 de gua em cada segundo.

A massa vol mica da gua, nas condi es em que foram realizados esses ensaios, 1,0 g cm-3= .

  • 10 ano   Qu mica   Dom nio 1   subdom nio 1 <= /span>(Massa e ta= manho dos tomos)
  • 10 ano   Qu mica   A.l.   1.1  Volume e n mero de mol culas numa gota de gua

3.2.1 Quantas mol culas de = gua foram, aproximadamente, vertidas pela bureta em cada segundo?

(A) 6,8 x 1024

(B) 9,6 x 1023

(C) 3,8 x 1023

(D) 5,3 x 1022

A pontua o obtida na resposta contribui obrigatoriamente para a classifica o final da prova.

 =

3.2.2 Na tabela seguinte, e= st o registadas as dist ncias, d, percorridas pela esfera, largada de diferentes posi es sobre o plano inclinado, e os volumes, V, de g= ua vertidos at a esfera atingir a base do plano.

= 3D"A

Determine o m dulo da acelera o da esfera, em m s-2, a partir da equa o da reta de ajuste a um gr fico adequado.

Na resposta:

apresente uma tabela com os valores a utilizar na constru o do gr fi= co, identificando as vari veis consideradas;

apresente a equa o da reta de ajuste a esse gr fico;

calcule o valor solicitado.

Explicite o seu racioc nio, indicando todos os c lculos efetuados.=

GRUPO II

1. Na Figura 3, apresentam-se os gr ficos do m dulo da velocidade, v= , de duas gotas de gua, A e B, de diferentes di metros, em queda vertical,= em fun o da dist ncia, d, percorrida pelas gotas.

Considere que as gotas de gua podem ser representadas pelo seu centro = de massa (modelo da part cula material).

= 3D"A

  • 11 ano   F sica    Dom nio 1   subdom nio 3 (For as e movimentos)

1.1 Considere o deslocame= nto total de 2,0 m da gota A.

Sejam Fg e Far=  as for as grav tica e de resist ncia do ar, respetivamente, que atuam na gota A.

O trabalho realizado por Fg varia o da energia potencial grav tica do sistema gota A + Terra e , em m dulo, do que o trabalho realizado por= Far .

(A) sim trico da menor

(B) igual menor

(C) sim trico da maior

(D) igual maior

1.2 Conclua se a intensid= ade da resultante das for as que atuam na gota A maior nos primeiros 0,1 m ou nos ltimos 0,1 m da queda a que se refere o gr fico da Figura 3.=

Mostre como chegou conclus o solicitada.

1.3.1 Determine a energia d= issipada na queda de 2,0 m da gota B.

Explicite o seu racioc nio, indicando todos os c lculos efetuados.=

A pontua o obtida na resposta contribui obrigatoriamente para a classifica o final da prova.

 =

1.3.2 Considere que, em determinadas condi es, a varia o de entalpia (m ssica) de vaporiza o&nbs= p;da gua 2,4 kJ g-1=  .

A energia necess ria para a vaporiza o da gota B, nessas condi es, <= o:p>

(A) 0,57 J

(B) 10 J

(C) 0,57 kJ

(D) 10 kJ

2. Considere que foi fornecida, press o de 1 atm, a mesma energia a uma gota de gua e a uma amostra de ar com o dobro da massa dessa gota= .

A essa press o, a capacidade t rmica m ssica da gua l quida cerca de quatro vezes superior  capacidade t rmica m ssica do ar.

A varia o de temperatura da gota, comparada com a varia o de temperat= ura da amostra de ar, ser , aproximadamente,

(A) oito vezes maior.

(B) oito vezes menor.

(C) duas vezes maior.

(D) duas vezes menor.

A pontua o obtida na resposta contribui obrigatoriamente para a classifica o final da prova.

 =

GRUPO III

1. Uma espira circular na proximidade de um man fixo roda num mesmo plano horizontal, em torno de um eixo vertical, z, que passa pelo cent= ro da espira, C, como se esquematiza na Figura 4.

= 3D"A

  • 11 ano   F sica    Dom nio 2   subdom nio 2 (Eletromagnetismo)

1.1 Na situa o descrita, o fluxo magn tico atrav s da superf cie plana delimitada pela espira, e a for a eletromotriz induzida na espira nula.

(A) varia

(B) varia n o

(C) n o varia

(D) n o varia n o

 =

1.2 Os pontos A e C pertencem mesma linha de campo magn tico.

Nas figuras seguintes, est representado o campo magn tico criado pelo = man no ponto A, BA.

Em qual das figuras pode estar representado o campo magn tico criado pe= lo man no ponto C, BC?

= 3D"A

 

2. Uma corrente el trica induzida numa bobina quando uma antena re= cebe um sinal eletromagn tico de 800 kHz, emitido por uma esta o de r dio.=

Qual o comprimento de onda, no ar, da onda associada propaga o daq= uele sinal?

(A) 3,75 x 105 km

(B) 3,75 x 102 m

(C) 2,67 x 10-6 km

(D) 2,67 x 10-9 m

 =

3. Na Figura 5, est representado um circuito el trico com:

um gerador de for a eletromotriz 9,20 V e resist ncia interna 2,0 Ω ;

um volt metro ligado nos terminais do gerador;

dois condutores, A e B, de resist ncias el tricas RA e RB , sendo RA =3D 3 RB<= /sub>.

= 3D"A

Determine a pot ncia dissipada no condutor A quando o volt metro marca = 8,74 V.

Explicite o seu racioc nio, indicando todos os c lculos efetuados.=

A pontua o obtida na resposta contribui obrigatoriamente para a classifica o final da prova.

GRUPO IV

A concentra o de di xido de carbono, CO2, na atmosfera terrestre tem aumentado de forma muito significativa desde meados do s culo XIX.

Para esse aumento t m contribu do, entre outros fatores, a crescen= te utiliza o de combust veis f sseis e a desfloresta o.

1. Na natureza, existem tr s is topos de carbono: 12C , 13C e = 14C.

tomos destes is topos t m o mesmo n mero de

(A) prot es e massas diferentes.

(B) prot es e massas igua= is.

(C) neutr es e massas igu= ais.

(D) neutr es e massas diferentes.

 =

2. Compare o tomo de oxig nio com o tomo de carbono, ambos no esta= do fundamental.

Os eletr es de val ncia do tomo de oxig nio s o, em m dia, atra dos pe= lo n cleo, tendo este tomo raio at mico.

(A) mais maior

(B) menos maior

(C) mais menor

(D) menos menor

A pontua o obtida na resposta contribui obrigatoriamente para a classifica o final da prova.

 =

3. A mol cula de CO2 apr= esenta eletr es de val ncia ligantes e eletr es de val ncia n o ligantes.

(A) quatro quatro

(B) quatro oito

(C) oito quatro

(D) oito oito

 =

4. A combust o do metano, CH4 (g), pode ser traduzida por

CH4 (g) + 2 O2 (g) → CO2 (g) + 2 H= 2O (g)

  • 11 ano   Qu mica   Dom nio 2   subdom nio 2 <= /span>(Rea es de oxida o redu o)=

4.1 Qual a varia o do n mero de oxida o do carbono na rea o considerada?

(A) +8=

(B) -8=

(C) +4=

(D) -4=

 

4.2 Em muitas rea es de combust o, que ocorrem em sistemas reais, o combust vel n o reage comp= letamente, mesmo existindo O2<= /sub> (g) em excesso.

Considere que, numa rea o de combust o de metano, por cada mole de CH<= /span>4 (g), 0,016 mol n o reagiram, apesar de existir um excesso de 5,0% de O2 (g).

Admita que, al m da rea o considerada, n o ocorrem outras rea es.

Determine, por cada mole de CH4 (g), a quantidade de = O2 (g) que n o reagiu.

Explicite o seu racioc nio, indicando todos os c lculos efetuados.=

 =

 Calcula, por cada mole de CH4 (g), a quantidade de O2 (g) dispon vel <= b>(n =3D 0,100 mol)  .. 3 pontos

 Calcula, por cada mole de CH4 (g), a quantidade de O2 (g) que reagiu <= b>(n =3D 0,032 mol)  .. 2 pontos

 Calcula, por cada mole de CH4 (g), a quantidade de O2 (g) que n o reagiu=  (n =3D 0,13 mol)  .. 5 pontos

ou

 Calcula, por cada mole de CH4 (g), a quantidade de O2 (g) introduzida em excesso (n =3D 0,100 mol)&nb= sp; .. 3 pontos

 Calcula a quantidade de O2 (g) que deveria ter reagido com 0,016 mol de  CH= 4 (g) (n =3D 0,032 mol)<= /b>  .. 2 pontos

 Calcula, por cada mole de CH4 (g), a quantidade de O2 (g) que n o reagiu&nb= sp;(n =3D 0,13 mol)  .. 5 pontos

5. A curva de Keeling, obtida a partir de medidas rigorosas efetuada= s no observat rio de Mauna Loa, no Havai, evidencia o aumento da concentra = o de CO2 na troposfera, nas ltimas d cadas.

A curva de Keeling representada na Figura 6 traduz a fra o molar m dia= de CO2 , XCO2 , em amostras de= ar seco, em fun o do tempo, t, em anos, a, entre 1958 e 2018.

= 3D"A

5.1 Qual foi o teor m dio= de CO2 nas amostras recolhidas em 1965, em partes p= or milh o em volume?

(A) 3,20 x = 10-4 ppm

(B) 3,20 x = 102 ppm

(C) 3,20 x = 10-2 ppm

(D) 3,20 x 106 ppm

5.2 Determine, a partir da curva de Keeling representada na Figura 6, a taxa temporal m dia, entre 1999 e 2015, de varia o da massa de CO2 por dm3<= /sup> de ar seco (medido em condi es PTN), e= m g dm-3 a-1.

Explicite o seu racioc nio, indicando todos os c lculos efetuados.=

A pontua o obtida na resposta contribui obrigatoriamente para a classifica o final da prova.

 =

Notas:

1. A aus ncia de unidade no va= lor solicitado n o implica qualquer desvaloriza o.

2. Com exce o das leituras no gr fico, as restantes etapas podem ser percorridas por qualquer ordem.=

6. Considere a rea o traduzida por

2 = CO (g) + O= 2 (g)   2 CO<= /span>2 (g) &nb= sp;         Kc =3D 2 x 10= 22=  , a 1000 K

A ordem de grandeza da constante de equil brio, Kc= , temperatura considerada, indica que

(A) a forma o dos produtos da rea o favoreci= da.

(B) o produto da rea o se forma muito rapidamen= te.

(C) a rea o tem rendimento muito elevado.<= /o:p>

(D) ambos os reagentes se esgotam.

GRUPO V

O di xido de carbono reage com a gua, dando origem ao cido carb nico,= H2CO3 (aq).

O cido carb nico um cido dipr tico que se ioniza em gua em duas et= apas sucessivas, traduzidas por

H2CO3 (aq) + H<= span lang=3DPT style=3D'font-size:9.0pt;font-family:"Times New Roman",serif;mso-= fareast-font-family: "Times New Roman";mso-font-kerning:0pt;mso-ligatures:none;mso-ansi-language: PT;mso-bidi-language:HE'>2O (l) HCO3  (aq) + H<= span lang=3DPT style=3D'font-size:9.0pt;font-family:"Times New Roman",serif;mso-= fareast-font-family: "Times New Roman";mso-font-kerning:0pt;mso-ligatures:none;mso-ansi-language: PT;mso-bidi-language:HE'>3O+ (aq) (1)

HCO3  (aq) + H2<= /sub>O (l) CO32- (aq) + H3O+ (aq) (2)

  •  

1. Apresente a express o que traduz a constante de acidez, Ka , do = cido carb nico, definida para a rea o (1).

2. A esp cie HCO3 <= /sup> (aq) a base conjugada de _____ e o cido conjugado de ______.

(A) H2CO3 (aq) H2O (l)

(B) H2O (l) H2CO3 (aq)

(C) H2CO3 (aq) CO32- (aq)

(D) CO32- (aq) H2CO3 (aq)

3. A preserva o de estruturas vitais de alguns organismos marinhos, como as conchas, cujo principal componente o carbonato de c lcio, Ca= CO3 , depende do equil brio que se estabelece entre este sal s l= ido e os i es resultantes da sua dissolu o em gua.

Esta rea o pode ser traduzida por

CaCO3 (s) Ca2+ (aq) + CO= 32- (aq)

Preveja, fundamentando, se a diminui o do pH das guas dos oceanos contribui para a preserva o das conchas ou, pelo contr rio, para a sua dissolu o.

Escreva um texto estruturado, utilizando linguagem cient fica adequada.=

 =

= FIM

 

 

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