General Physics I — 2021 Past Questions
University of Ilorin PHY101: 28 questions.
Topics: Kinematics, Units and Dimension, Gravitation, Conservation Principles in Physics, Rotational motion, Circular motion, Newton's Law of Motion, System of particles, Center of mass
- Two masses of 1g and 4g are moving with equal kinetic energy. The ratio of the magnitude of their linear momentum is
- 1:6
- 1:2
- 4:1
- 1:16
- For an object undergoing circular motion, the force that keeps the object moving in a circular path is called
- centrifugal force
- centripetal force
- circular force
- rotational force
- What is the acceleration due to gravity of a place where a simple pendulum of length 150.3m makes 100 cycles in 246.2 days?
- 2.46 m/s²
- 9.0 m/s²
- 10.15 m/s²
- 9.75 m/s²
- Which one of these is not Newton’s law of motion?
- v = u + at
- v² = u² + 2as
- s = (v + u)t
- s = ut + ½at²
- The displacement, θ, is
- The ratio of the length of arc to radius
- Ratio of radius to length of arc
- Length multiplied by radius
- Length divided by time
- Which Kepler’s law helps us discover if stars have planets?
- First law
- Second law
- Third law
- Fourth law
- Which of the following types of motion are oscillatory? i. A diving board when used by a diver. ii. The motion of the balance wheel of a wrist watch. iii. The motion of the turn-table of a record player. iv. The motion of the center of a ten kobo piece as it rolls down an inclined plane. v. The motion of the needle of a D.C. ammeter into which a low A.C. current is passed.
- i and ii
- i, ii and iii
- ii, iii and iv
- i, ii and v
- A ballast bag is dropped from a balloon that is 300m above the ground and rising at 13 m/s. Find the maximum height reached by the bag.
- 308.6 m
- 301.4 m
- 115 m
- 315 m
- A ball m₁ (4kg) and m₂ (6kg) are moving along the positive axis with velocities u₁ = 7.5 m/s and u₂ = 2.5 m/s. After collision, m₁ moves at 4 m/s. Calculate the total kinetic energy after collision.
- 112.15 J
- 143 J
- 52 J
- 103.1 J
- What is the displacement covered by a moving vehicle at 320 km/h running for 2 hours 15 minutes?
- 72 km
- 720 km
- 7.2 km
- 7200 km
- What is the distance at a point above the surface of the Earth where g is reduced to half? (Take radius of Earth as R)
- 0.02R
- 0.05R
- 0.431R
- 1.41R
- What is the unit of energy?
- N·m·s⁻¹
- N·s²
- kg·m²·s⁻²
- kg·m·s⁻²
- If energy E is directly proportional to mass M and velocity V, which of these represents a correct relationship?
- E = KMV
- E = KMV²
- E = KM/V
- E = K/MV
- The resultant work done on a body is
- Its initial potential energy
- Its change in potential energy
- Its initial kinetic energy
- Its change in kinetic energy
- Calculate the center of mass of a system with m₁ = 200g (y₁ = 35cm), m₂ = 150g (x₂ = 22cm), and m₃ = 450g (x₃ = 55cm).
- X-comp = 34.96 cm, Y-comp = 11.67 cm
- X-comp = 42.37 cm, Y-comp = 11.67 cm
- X-comp = 34.96 cm, Y-comp = 8.7 cm
- X-comp = 42.37 cm, Y-comp = 8.7 cm
- The force required to keep an object in circular motion is
- centrifugal force
- centripetal force
- circular force
- rotational force
- Kepler's law that states 'equal areas are swept in equal times' is
- 1st law
- 2nd law
- 3rd law
- 4th law
- Calculate the horizontal distance if a ball is projected at 30° to the horizontal with 20 m/s.
- 20.4 m
- 35.34 m
- 40.8 m
- 10.2 m
- The energy of a spring is E with an extension of 2 cm. Calculate the energy of a similar spring with an extension of 10 cm.
- 5E
- 10E
- 25E
- 50E
- What is the unit of the coefficient of limiting friction?
- N·s
- kg·m²
- Unitless
- Pa·s
- What is the unit of moment of inertia?
- kg·m²
- N·m
- J·s
- Pa·m²
- What is the unit of viscosity?
- N·s/m²
- kg·m/s
- J·m
- W·s
- What is the unit of surface tension?
- N/m
- kg·m/s²
- J/m²
- W/m
- The formula for maximum height in projectile motion is
- v² sin²θ / 2g
- v sinθ / g
- v² sinθ / g
- 2v sinθ / g
- Calculate the acceleration due to gravity of a spring that undergoes 100 cycles in 2.467 s. Its length is 150.3 cm.
- 9.75 m/s²
- 9.81 m/s²
- 10.15 m/s²
- 2.46 m/s²
- The dimension of moment of inertia is
- ML²
- MLT⁻²
- ML⁻¹T⁻²
- MT⁻²
- A particle undergoes a change in position from ○₁ to ○₂. This is called
- Angular displacement
- Angular acceleration
- Linear displacement
- Linear acceleration
- Calculate the impulse of a body with a force of 40 N acting for 2 s.
- 20 N·s
- 40 N·s
- 80 N·s
- 160 N·s
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