EWT | Academic Question

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Question (11)
QN0035629

An air bubble of negligible weight having radius  rises steadily through a solution of density  at speed . The coefficient of viscosity of the solution is given by:

  • (A)

  • (B)

            

  • (C)

  • (D)

Correct Answer: C
Explanation:

We know that for air bubble in liquid

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Question (12)
QN0035630

If a ball of steel (density  ) attains a terminal velocity of  when falling in a tank of water (coefficient of viscosity  ) then its terminal velocity in glycerine  would be nearly

  • (A)

  • (B)

     

  • (C)

  • (D)

Correct Answer: B
Explanation:

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Question (13)
QN0035631

A solid ball of volume  experiences a viscous force when falling with a speed  in a liquid. If another ball of volume  with the same velocity  is allowed to fall in the same liquid, it experiences a force 

  • (A)

  • (B)

  • (C)

  • (D)

Correct Answer: D
Explanation:

From stoke's law, , and

volume

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Question (14)
QN0035632

What is the velocity  of a metallic ball of radius  falling in a tank of liquid at the instant when its acceleration is onehalf that of a freely falling body? (The densities of metal and of liquid are  and  respectively, and the viscosity of the liquid is  ).

  • (A)

  • (B)

  • (C)

  • (D)

Correct Answer: C
Explanation:

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Question (15)
QN0035633

A spherical ball of iron of radius  is falling through a column of glycerine. If densities of glycerine and iron are respectively  and  for glycerine , then the terminal velocity is

  • (A)

  • (B)

  • (C)

  • (D)

Correct Answer: B
Explanation:

Terminal velocity,

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Question (16)
QN0035634

A small spherical ball falling through a viscous medium of negligible density has terminal velocity . Another ball of the same mass but of radius twice that of the earlier falling through the same viscous medium will have terminal velocity 

  • (A)

  • (B)

  • (C)

  • (D)

Correct Answer: C
Explanation:

If  is the density of the ball and  that of the another ball,  for the balls are the same, but

(by Stoke's law)

or,  So,

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