Mechanical Properties Of Fluids Mock Test | Exam Bashed
GKaim: Measure | Improve | Achieve

Mechanical Properties of Fluids Mock Test – Class 11 Physics

Progressive Test — Guest First Round

0%

Mechanical Properties of Fluids – Progressive Test

Welcome to the Progressive Test.

Click Start Test to begin the loaded practice round.

Good luck!

1 / 50

1. A graph is plotted between capillary rise and for the same wetting liquid in clean capillary tubes. The graph is a straight line through the origin. Its slope is

2 / 50

2. A tank of volume is filled by a pipe delivering water at . The time required to fill the tank is

3 / 50

3. Use the case below and answer the question.

Three solid blocks P, Q, and R of equal volume are placed separately in the same liquid. Block P floats with part of its volume outside the liquid. Block Q remains fully immersed without rising or sinking. Block R sinks to the bottom.

The correct density order is

4 / 50

4. Archimedes’ principle states that the buoyant force on a body immersed in a fluid is equal to

5 / 50

5. A liquid of density flows steadily through a section of area at speed . The mass flow rate is

6 / 50

6. A liquid surface is increased by , and the work done against surface tension is . The surface tension is

7 / 50

7. The dimensional formula of pressure is

8 / 50

8. In fluid mechanics, liquids and gases are grouped together because both

9 / 50

9. The free surface of a liquid tends to behave like a stretched membrane because of

10 / 50

10. Relative density compares the density of a substance with the density of

11 / 50

11. Two soap bubbles of the same liquid have radii and . They are connected by a narrow tube. Air tends to flow

12 / 50

12. A liquid drop of radius has excess pressure . If its surface tension is doubled while its radius is also doubled, the new excess pressure is

13 / 50

13. Study the table and identify the row that gives the most suitable first meaning.

Row Term Meaning
P Density Normal force per unit area
Q Pressure Mass per unit volume
R Buoyancy Upward force exerted by a fluid on an immersed body
S Flow rate Weight of fluid per unit area

14 / 50

14. A water tank open to air has . At one point, the absolute pressure is . Taking and , the depth of the point is

15 / 50

15. Two vessels contain water to the same height. Vessel P has base area , while vessel Q has base area . The gauge pressure at the base and the force on the base satisfy

16 / 50

16. Water flows steadily from a lower section P to a higher section Q of a pipe. At P, , , and . At Q, , and . Taking and , the pressure is

17 / 50

17. In a liquid at rest, two points lie in the same horizontal level. If the liquid is connected and has uniform density, the pressures at the two points are

18 / 50

18. A small piston of area is pushed with a force of . It is connected by an enclosed liquid to a large piston of area . Ignoring losses and height difference, the force on the large piston is

19 / 50

19. Two identical blocks are fully immersed separately, one in water and one in a liquid of relative density . If the buoyant force in water is , the buoyant force in the other liquid is

20 / 50

20. A liquid drop and a soap bubble have the same radius and the same surface tension . The ratio of excess pressure in the liquid drop to that in the soap bubble is

21 / 50

21. A curved ball in air can experience a sideways force when spinning. At a basic-level explanation, this is because spin can make air speed different on opposite sides, producing

22 / 50

22. A spring balance reads less when a metal block is dipped in water than when it is in air. The best reason is that

23 / 50

23. A student says, “A hydraulic press multiplies force because it creates energy inside the liquid.” The correct correction is that the press

24 / 50

24. A Pitot arrangement in water gives a pressure difference of . If , the flow speed is

25 / 50

25. In applying to a liquid emerging from a tank, represents the

26 / 50

26. Terminal velocity is reached by a small sphere falling in a viscous fluid when

27 / 50

27. The capillary rise or depression in a tube of radius is given by

28 / 50

28. Match the Bernoulli terms with their usual meanings.

Column I Column II
P. 1. Gravitational pressure term
Q. 2. Static pressure
R. 3. Dynamic pressure term
S. 4. Constant along a streamline under ideal conditions

29 / 50

29. A small sphere falls through a viscous liquid. At a certain instant before terminal velocity, its speed is increasing. Which force comparison is correct?

30 / 50

30. A liquid flows through a capillary tube under laminar conditions. If another liquid of twice the viscosity is used with the same tube and same pressure difference, the flow rate becomes

31 / 50

31. Use the arrangement described below.

Three open containers have different shapes: one is narrow, one is wide, and one is wider at the top than at the bottom. Each contains water up to the same vertical height . Points P, Q, and R are at the bottom of the three containers.

If the containers are at rest and is the same, the gauge pressures at P, Q, and R are

32 / 50

32. In a pipe carrying ideal fluid, section P is lower and section Q is higher. If the speeds at P and Q are equal, then compared with pressure at Q, pressure at P is

33 / 50

33. A barometer is taken from sea level to a high mountain. The mercury column becomes shorter. The best explanation is that

34 / 50

34. A vessel contains two immiscible liquids at rest. Oil of density and height floats above water of density and height . Taking , the gauge pressure at the bottom is

35 / 50

35. A student uses for a water droplet in air. The main error is that this formula is for

36 / 50

36. A horizontal ideal-flow tube has equal cross-sectional areas at two points P and Q, but the pressure at P is greater than at Q. The most reasonable conclusion from Bernoulli’s equation is that

37 / 50

37. A U-tube manometer is connected across the wide section and throat of a horizontal Venturi tube. The flowing liquid has density , and the denser manometer liquid has density . The pressure taps are at the same horizontal level, and the manometer level difference is . The pressure difference between the two sections is

38 / 50

38. Study the table and identify the row that gives the most suitable explanation.

Row Situation Explanation
P Curved or spinning ball in air Different air speeds on two sides can produce a pressure difference.
Q Aeroplane wing lift Higher speed above the wing must always give higher pressure above it.
R Dynamic lift It occurs because the surrounding fluid has zero density.
S Magnus effect It is unrelated to fluid motion around the ball.

39 / 50

39. Consider the following statements about impurities and temperature effects on surface tension.
Statement I: Detergents generally reduce the surface tension of water.
Statement II: Increasing temperature generally decreases the surface tension of most liquids.
Statement III: Surface tension becomes zero near the critical temperature.

40 / 50

40. The role of density in many fluid-mechanics formulas is best shown by the fact that a denser fluid generally

41 / 50

41. A rectangular vertical gate is wide and holds water to a depth of . Take and . The force on the gate due to gauge pressure is

42 / 50

42. A capillary tube has length . If its length is doubled while radius, pressure difference, and viscosity remain unchanged, the flow rate becomes

43 / 50

43. A metal sphere is completely submerged in a liquid and held at rest by a string. The buoyant force on the sphere is directed

44 / 50

44. A small liquid drop has greater excess pressure than a large drop of the same liquid because the smaller drop has

45 / 50

45. A flow has in a pipe. The most likely flow regime is

46 / 50

46. A soap bubble has radius and surface tension . The excess pressure inside the bubble is

47 / 50

47. Surface tension arises in a liquid mainly because molecules at the free surface experience

48 / 50

48. Study the table and identify the row that correctly describes terminal velocity.

Row Statement
P At terminal velocity, weight is balanced by buoyant force and viscous drag.
Q At terminal velocity, acceleration is maximum.
R At terminal velocity, viscous drag must be zero.
S At terminal velocity, the body’s mass becomes zero.

49 / 50

49. A capillary tube carrying a viscous liquid has its radius doubled while , , and remain unchanged. According to Poiseuille’s law, the flow rate becomes

50 / 50

50. A student calculates force on a vertical wall by multiplying the bottom pressure by the whole wall area. This gives an overestimate because

Your score is

Share your achievement!

LinkedIn Facebook
0%

Complete 100% of the Progressive Test coverage to unlock Mistake Review.
Complete 100% of the Progressive Test coverage to unlock Certificate Challenge.

Subscribe
Notify of
guest
0 Comments
Scroll to Top