NEET Physics
Mechanical Properties of Fluids
Question 1:
A submarine is diving into the ocean. At the surface, the atmospheric pressure is 1.013 × 105 Pa. For every 10 meters of depth, the pressure increases by 1 atmosphere. Calculate the pressure at a depth of 50 meters. [Level: Difficult]
(a) 6.065 x 105 Pa
(b) 9 x 105 Pa
(c) 5 x 105 Pa
(d) 4.5 x 105 Pa
Question 2:
In a swimming pool, the pressure at the surface of the water is 1.0 × 10^5 Pa. The pool is 3 meters deep. Calculate the pressure at the bottom of the pool. [Level: Moderate]
(a) 1.0294 × 105 Pa
(b) 2.44 × 106 Pa
(c) 2.94 × 105 Pa
(d) 3.04 × 105 Pa
Question 3:
A deep-sea diving bell is submerged to a depth of 1000 meters in the ocean. The atmospheric pressure at the surface is 1.013 × 105 Pa. Calculate the pressure inside the diving bell at this depth. [Level: Difficult]
(a) 5.701 × 104 Pa
(b) 6.901 × 105 Pa
(c) 3.611 × 106 Pa
(d) 9.901 × 106 Pa
Question 4:
A hydraulic lift has a small piston with a radius of 5 cm and a large piston with a radius of 20 cm. If a force of 500 N is applied to the small piston, calculate the force exerted by the large piston. [Level: Difficult]
(a) 4400 N
(b) 9000 N
(c) 8890 N
(d) 4000 N
Question 5:
A hydraulic press has a small piston with a radius of 2 cm and a large piston with a radius of 40 cm. If a force of 2000 N is applied to the small piston, calculate the force exerted by the large piston. [Level: Moderate]
(a) 2,000,000 N
(b) 9,000,000 N
(c) 3,230,000 N
(d) 2,880,000 N
Question 6:
The atmospheric pressure at sea level is approximately 101.3 kPa. Calculate the pressure exerted by the atmosphere at an altitude of 5000 meters.
[Level: Moderate]
(a) 99 kPa
(b) 54.82 kPa
(c) 85.5 kPa
(d) 79 kPa
Question 7:
The atmospheric pressure at a certain location is 97.5 kPa. If the pressure decreases by 1.5 kPa every 100 meters of ascent, calculate the atmospheric pressure at an altitude of 800 meters. [Level: Moderate]
(a) 99 kPa
(b) 100 kPa
(c) 85.5 kPa
(d) 79 kPa
Question 8:
The atmospheric pressure at a certain location is 88 kPa. If the pressure increases by 2.2 kPa every 100 meters of descent, calculate the atmospheric pressure at a depth of 500 meters below sea level. [Level: Moderate]
(a) 99 kPa
(b) 100 kPa
(c) 95 kPa
(d) 79 kPa
Question 9:
A wire frame in the shape of a square with sides of length 0.1 m is dipped into a soap solution. The wire frame supports a film of soap solution, forming a square shape with sides of length 0.05 m. If the surface tension of the soap solution is 0.03 N/m, what is the force exerted by the film of soap solution?
[Level: Moderate]
(a) 3.003 N
(b) 0.003 N
(c) 1.043 N
(d) 0.009 N
Question 10:
A glass capillary tube of radius 0.01 mm is immersed vertically in a liquid. The liquid rises in the capillary tube to a height of 2 cm. If the surface tension of the liquid is 0.06 N/m, what is the contact angle between the liquid and the capillary tube? [Level: Moderate]
(a) 89°
(b) 90.59°
(c) 89.59°
(d) 92.59°
Question 11:
A circular loop of wire with a radius of 0.1 m is dipped into a liquid, and the liquid rises in the loop to a height of 0.05 m. If the surface tension of the liquid is 0.04 N/m, what is the force exerted by the liquid on the wire loop?
[Level: Easy]
(a) 2.2134 N
(b) 1.0512 N
(c) 5.5112 N
(d) 0.0251 N
Question 12:
A soap bubble with a radius of 2 cm is formed in a liquid of surface tension 0.05 N/m. What is the excess pressure inside the bubble? [Level: Easy]
(a) 10 N/m²
(b) 20 N/m²
(c) 70 N/m²
(d) 30 N/m²
Question 13:
A gas bubble with a radius of 1 mm rises from the bottom of a water tank to the surface. The atmospheric pressure is 101325 Pa and the density of water is 1000 kg/m³. What is the excess pressure inside the gas bubble at the bottom of the tank? [Level: Moderate]
(a) 8700 Pa
(b) 9800 Pa
(c) 1900 Pa
(d) 9000 Pa
Question 14:
A liquid drop with a radius of 0.5 mm is suspended in air. The surface tension of the liquid is 0.08 N/m. What is the excess pressure inside the liquid drop?
[Level: Easy]
(a) 320 N/m²
(b) 330 N/m²
(c) 620 N/m²
(d) 720 N/m²
Question 15:
Water flows through a horizontal pipe with a diameter of 10 cm. The pressure at one end of the pipe is 2 × 10^5 Pa and the velocity of water at that point is 4 m/s. At a certain point in the pipe, the diameter reduces to 5 cm and the velocity of water becomes 8 m/s. Calculate the pressure at this point. [Level: Moderate]
(a) 0.76x 105Pa
(b) 3.68x 105Pa
(c) 2.76x 105Pa
(d) 1.76x 105Pa
Question 16:
Air flows through a Venturi tube, which has a constriction such that the diameter decreases from 20 cm to 10 cm. The pressure at the wider end is 1 × 10^5 Pa and the velocity is 5 m/s. Calculate the velocity of air at the narrowest section of the Venturi tube. [Level: Moderate]
(a) 20 m/s
(b) 7.5 m/s
(c) 9 m/s
(d) 10 m/s
Question 17:
Water flows through a horizontal pipe with a diameter of 5 cm. The pressure at one end of the pipe is 2 × 10^5 Pa and the velocity of water at that point is 8 m/s. At another point along the pipe, the velocity of water becomes 4 m/s. Calculate the pressure at this point. [Level: Moderate]
(a) 2.24 × 105Pa
(a) 12.24 × 105Pa
(a) 3.24 × 105Pa
(a) 7.24 × 105Pa
Question 18:
A glass capillary tube of radius 0.1 mm is immersed vertically in water. The capillary rise is observed to be 2 cm. Calculate the surface tension of water(in N/m). [Level: Moderate]
(a) 0.98 × 10-3
(b) 0.46 × 10-3
(c) 2.98 × 10-3
(d) 9.8 × 10-3
Question 19:
A spherical particle of radius 0.1 cm and density 2 g/cm³ falls freely in a medium of viscosity 0.5 Pa·s. Calculate the terminal velocity of the particle.
[Level: Moderate]
(a) 0.002 m/s
(b) 3.02 m/s
(c) 0.077 m/s
(d) 0.15 m/s
Question 20:
Air flows through a pipe of radius 0.2 m with a velocity of 20 m/s. The kinematic viscosity of air is 1.5 × 10^(-5) m²/s. Determine the Reynolds number for the flow. [Level: Moderate]
(a) 3.2 × 106
(b) 5.2 × 106
(c) 8.2 × 106
(d) 1.2 × 106
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