From: "Guardado pelo Windows Internet Explorer 8" Subject: Movimento Circular e Uniforme Date: Fri, 7 May 2010 22:05:42 +0100 MIME-Version: 1.0 Content-Type: multipart/related; type="text/html"; boundary="----=_NextPart_000_000B_01CAEE31.6F81DBB0" X-MimeOLE: Produced By Microsoft MimeOLE V6.1.7600.16385 This is a multi-part message in MIME format. ------=_NextPart_000_000B_01CAEE31.6F81DBB0 Content-Type: text/html; charset="Windows-1252" Content-Transfer-Encoding: quoted-printable Content-Location: file://C:\Users\User\Desktop\Pagina\Quizzes\movcirc\MovCirc.htm Movimento Circular e Uniforme

Movimento Circular e=20 Uniforme

por Paulo=20 Campos


1. = Um rel=F3gio funciona durante um = m=EAs (30 dias).=20 Neste per=EDodo o ponteiro dos minutos ter=E1 dado um n=FAmero de voltas = igual=20 a:

    3,6 = x102

    7,2x102

    7,2x103

    3,6 x105

2. = A ordem de grandeza da = velocidade angular de=20 rota=E7=E3o da Terra, em rad/s, =E9:

    10-4

    10-3

    10-1

    105

3. = Considere que o raio da Terra no = plano do=20 equador =E9 igual a 6,0x103 km. O m=F3dulo da = velocidade de um ponto=20 do equador, em rela=E7=E3o a um referencial com a origem no centro da = Terra =E9, em=20 m/s, igual a:

    1,1x102

    2,1x102

    3,2x102

    4,3x102

4. = Uma part=EDcula executa um = movimento uniforme=20 sobre uma circunfer=EAncia de raio 20 cm. Ela percorre metade da = circunfer=EAncia em=20 2,0 s. A frequ=EAncia, em hertz, e o per=EDodo do movimento, em = segundos, valem,=20 respectivamente:

    4,0 e 0,25

    2,0 e 0,50

    1,0 e 1,0

    0,25 e 4,0

5. = Uma roda gira em torno de seu = eixo, de modo=20 que um ponto de sua periferia executa um movimento circular uniforme.=20 Exceptuando o centro da roda, =E9 correcto afirmar que:

    todos os pontos da roda = t=EAm a mesma=20 velocidade escalar;

    todos os pontos da roda = t=EAm acelera=E7=E3o=20 centr=EDpeta de mesmo m=F3dulo;

    o per=EDodo do movimento = =E9 proporcional =E0=20 frequ=EAncia;

    todos os pontos da roda = t=EAm a mesma=20 velocidade angular;

6. = Dois pontos A e B situam-se = respectivamente a=20 10 cm e 20 cm do eixo de rota=E7=E3o da roda de um autom=F3vel em = movimento uniforme.=20 =C9 poss=EDvel afirmar que:

    O per=EDodo do movimento de = A =E9 menor que o=20 de B.

    A frequ=EAncia do movimento = de A =E9 maior que=20 a de B.

    A velocidade angular do = movimento de B =E9=20 maior que a de A.

    As velocidades angulares de = A e B s=E3o=20 iguais.

7. = Na temporada automobil=EDstica = de F=F3rmula 1 do=20 ano passado, os motores dos carros de corrida atingiram uma velocidade = angular=20 de 18000 rota=E7=F5es por minuto. Em rad/s, qual =E9 o valor dessa=20 velocidade?

    300=B6

    9000=B6

    600=B6

    36000=B6

8. = Pai e filho passeiam de = bicicleta e andam lado=20 a lado com a mesma velocidade. Sabe-se que o di=E2metro das rodas da = bicicleta do=20 pai =E9 o dobro do di=E2metro das rodas da bicicleta do filho. Pode-se = afirmar que=20 as rodas da bicicleta do pai giram com

    metade da frequ=EAncia e da = velocidade=20 angular com que giram as rodas da bicicleta do filho.

    a mesma frequ=EAncia e = velocidade angular com=20 que giram as rodas da bicicleta do filho.

    o dobro da frequ=EAncia e = da velocidade=20 angular com que giram as rodas da bicicleta do filho.

    a mesma frequ=EAncia das = rodas da bicicleta=20 do filho, mas com metade da velocidade angular.

9. = O ponteiro dos minutos de um = rel=F3gio mede 50=20 cm. Qual a velocidade angular do ponteiro? 

NOTA: A=20 resposta deve ser dada em nota=E7=E3o normal, com v=EDrgulas para as = casas d=E9cimais,=20 com dois algarismos significativos e um espa=E7o a separar o n=FAmero da = unidade.

    

10. = Calcula a velocidade linear da = extremidade do=20 ponteiro. 

NOTA: A=20 resposta deve ser dada em nota=E7=E3o cient=EDfica (tipo:=20 1,3e-5), com v=EDrgulas para = as casas=20 d=E9cimais, com dois algarismos significativos e um = espa=E7o a=20 separar o n=FAmero da unidade.

    

11. A velocidade=20 de um autom=F3vel pode ser medida facilmente atrav=E9s de um dispositivo = que=20 registra o n=FAmero de rota=E7=F5es efetuadas por uma de suas rodas, = desde que se=20 conhe=E7a o seu di=E2metro. Considera por = exemplo, um pneu=20 cujo di=E2metro =E9 de 0,50 m. Sabendo que o pneu executa 480 = rota=E7=F5es em cada=20 minuto, determina o valor da velocidade do autom=F3vel = .

NOTA: A=20 resposta deve ser dada em nota=E7=E3o normal , com = v=EDrgulas para as casas=20 d=E9cimais, com tr=EAs algarismos significativos e um = espa=E7o a=20 separar o n=FAmero da unidade.

    

12. = Um carro percorre uma curva de = raio 100m, com=20 velocidade 20 m/s. Sendo a massa do carro 800 kg, qual =E9 a intensidade = da for=E7a=20 centr=EDpeta?

NOTA: A=20 resposta deve ser dada em nota=E7=E3o normal , = com v=EDrgulas=20 para as casas d=E9cimais, com quatro = algarismos=20 significativos e um espa=E7o a separar o n=FAmero da = unidade.

    

13. = Um carrinho =E9 largado do alto = de uma montanha=20 russa, conforme a figura. Ele movimenta-se, sem atrito e sem se = soltar dos=20 trilhos, at=E9 atingir o plano horizontal. Sabe-se que os raios de = curvatura da=20 pista em A e B s=E3o iguais. Considera as seguintes=20 afirma=E7=F5es: 

I . No ponto A, a resultante das for=E7as que agem sobre = o carrinho =E9=20 dirigida para baixo.
lI. A intensidade da for=E7a centr=EDpeta que = age sobre o=20 carrinho =E9 maior em A do que em B.
lII. No ponto B, o peso do = carrinho =E9=20 maior do que a intensidade da for=E7a normal que o trilho exerce sobre=20 ele. 

Est=E1 = correcto apenas o=20 que se afirma

    I

    III

    I e II

    II e III

14. Algo muito comum nos filmes de = fic=E7=E3o=20 cient=EDfica =E9 o facto das personagens n=E3o flutuarem no interior das = naves=20 espaciais. 
Mesmo estando no espa=E7o sideral, na aus=EAncia de = campos=20 gravitacionais externos, eles movem-se como se existisse uma for=E7a que = os=20 prendesse ao ch=E3o das espa=E7onaves. Um filme que se preocupa com esta = quest=E3o =E9=20 "2001, uma Odiss=E9ia no Espa=E7o", de Stanley Kubrick. Nesse filme a = gravidade =E9=20 simulada pela rota=E7=E3o da esta=E7=E3o espacial, que cria um peso = efectivo agindo=20 sobre o astronauta. A esta=E7=E3o espacial, em forma de cilindro oco, = mostrada a=20 seguir, gira com velocidade angular constante de 0,2 rad/s em torno de = um eixo=20 horizontal E perpendicular =E0 p=E1gina. O raio R da espa=E7onave =E9 40 = m.=20  
Calcula a velocidade tangencial do astronauta representado na=20 figura.

NOTA: A=20 resposta deve ser dada em nota=E7=E3o normal , = com v=EDrgulas=20 para as casas d=E9cimais, com tr=EAs algarismos = significativos e um espa=E7o a separar o n=FAmero da = unidade.

    

15. = No exerc=EDcio anterior o valor = da reacc=E7=E3o=20 =E9....

    784 N

    80 kg

    128 N

    656 N

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