General Physics I — 2019 Past Questions
University of Ilorin PHY101: 43 questions.
Topics: Application of Newtonian Mechanics, Rotational motion, Conservation Principles in Physics, Kinematics, Units and Dimension, Newton's Law of Motion
- Find the radius of gyration given that I = (1/3)ML², and the values of M and L are provided.
- L/√3
- L√3
- L/3
- L²/3
- Calculate power given force, distance, and time.
- Power = (Force × Distance)/Time
- Power = Force × Time
- Power = Distance/Time
- Power = Force/Distance
- Given work (W), force (F), and distance (d), find the angle θ between the force and displacement.
- θ = cos⁻¹(W/Fd)
- θ = sin⁻¹(W/Fd)
- θ = tan⁻¹(W/Fd)
- θ = W/Fd
- Given the mass of a bullet (m₁), mass of a stationary body (m₂), and their common velocity after collision (v), find the bullet's initial velocity (u₁).
- u₁ = (m₁ + m₂)v/m₁
- u₁ = m₂v/m₁
- u₁ = (m₁ + m₂)v/m₂
- u₁ = m₁v/m₂
- Which of the following is equivalent to inertia?
- Weight
- Friction
- Tension
- Mass
- Calculate the force constant (k) given the period (T) and mass (m).
- k = 4π²m/T²
- k = 2πm/T
- k = m/T²
- k = π²m/T²
- A body starts from rest and travels 650 m in 20 s. What is its acceleration?
- 3.25 m/s²
- 6.5 m/s²
- 1.625 m/s²
- 13 m/s²
- What is the formula for the range of a projectile?
- R = u²sin(2θ)/g
- R = usinθ/g
- R = u²/g
- R = 2usinθ/g
- A body is projected vertically upward at 10 m/s. Calculate the maximum height attained.
- 5.1 m
- 10.2 m
- 20.4 m
- 2.55 m
- A 3 kg mass moving at 15 m/s collides elastically with a 4 kg mass moving at 12 m/s. Calculate the total kinetic energy.
- 337.5 J
- 625.5 J
- 168.75 J
- 843.75 J
- What is the equation for moment of inertia?
- I = Σmr²
- I = F × r
- I = mv²/r
- I = mgh
- The force that resists sliding over a surface is called what?
- Kinetic friction
- Static friction
- Frictional motion
- Coefficient of kinetic friction
- Why is it easier to move a body over an inclined plane?
- Decrease in effective weight
- Decrease in friction
- Increase in g
- Reduced mass
- Which is NOT a fundamental unit?
- Radian
- Mole
- Steradian
- Newton
- Which describes a rigid body?
- All parts move without relative displacement
- Some parts rotate while others are fixed
- It deforms under force
- None of the above
- Which describes elastic collision?
- KE and momentum conserved
- Only momentum conserved
- Bodies stick together
- None of the above
- Given x(t) = 3t² + 20, find acceleration at t = 5 s.
- 6 m/s²
- 30 m/s²
- 0 m/s²
- 15 m/s²
- The force that acts in the opposite direction to the center of the motion of a rotating body is:
- Centrifugal
- Centripetal
- Frictional
- Tension
- A ball is dropped from a building 80m high. What's the velocity at the midpoint (40m)? (g = 10 m/s²)
- 28.28 m/s
- 20 m/s
- 40 m/s
- 14.14 m/s
- Formula for radius of gyration (k):
- k = √(I/M)
- k = I/M
- k = M/I
- k = √(M/I)
- Dimension for moment of inertia:
- [ML²]
- [ML]
- [ML³]
- [M²L]
- In elastic collision:
- Momentum and KE are conserved
- Only momentum is conserved
- KE increases
- Momentum decreases
- A crate (50g) is dragged at 46° with 35N force on frictionless floor. Work done?
- 875 J
- 760 J
- 945 J
- 1020 J
- A spring (50g) with amplitude 12cm, period 1.7s. Acceleration at 6cm?
- 0.82 m/s²
- 1.64 m/s²
- 2.46 m/s²
- 3.28 m/s²
- Convert 900 rpm to rad/s:
- 94.25 rad/s
- 30 rad/s
- 60 rad/s
- 120 rad/s
- Coefficient of friction if force = 140N and mass = 60kg:
- 0.24
- 0.36
- 0.48
- 0.12
- Why is it easier to pull a mass on an inclined plane?
- Decrease in effective weight
- Decrease in friction
- Increase in g
- Reduced mass
- Pressure at base of dam (depth = 120m, area = 8 km², ρ = 1000 kg/m³):
- 1176 kPa
- 29 kPa
- 588 kPa
- 2352 kPa
- Resultant work done if 25N force overcomes 7N friction over 10m:
- 180 J
- 250 J
- 70 J
- 320 J
- Average angular velocity for θ(t) = 2t³ between t=2s and t=5s:
- 78 rad/s
- 39 rad/s
- 156 rad/s
- 19.5 rad/s
- A body (50g) is dropped from a ceiling. Max PE at floor?
- 0 J
- 0.245 J
- 0.49 J
- 0.98 J
- Spring constant (k) for 400g mass extending 35cm (g=9.8 m/s²):
- 11.2 N/m
- 5.6 N/m
- 22.4 N/m
- 2.8 N/m
- A mass of 50g is made to swing with a period of 1.7 seconds. Calculate the force constant.
- 0.68 N/m
- 0.88 N/m
- 0.56 N/m
- 1.12 N/m
- What is the time taken for an object starting from rest to attain a velocity of 60 m/s if the acceleration is 14 m/s²?
- 4.29 s
- 2.14 s
- 8.57 s
- 6.42 s
- Which of the following is not a derived unit?
- Ampere
- Steradian
- Radian
- Tesla
- 1 hectare = 10⁴ m². How many hectares are in 1 km²?
- 100 hectares
- 10 hectares
- 1000 hectares
- 10,000 hectares
- A wire of length 0.6 m has a tension of 1.5 N. Calculate the tension of a wire of length 0.4 m under the same conditions.
- 1.0 N
- 2.25 N
- 0.67 N
- 3.0 N
- A body is thrown at 135 m/s at an angle of 45°. Calculate the maximum height attained.
- 464.9 m
- 232.4 m
- 135.6 m
- 67.8 m
- A fan rotates at 900 rpm. If the distance from the center to the end of a blade is 20 cm, calculate its tangential velocity.
- 18.85 m/s
- 9.42 m/s
- 37.70 m/s
- 4.71 m/s
- A bicycle wheel has a diameter of 0.50 m, mass of 0.80 kg, and moment of inertia 4.0 × 10⁻² kg·m². Determine its total kinetic energy.
- 78 J
- 39 J
- 156 J
- 19.5 J
- How long will it take a 60 kg man to climb 22 m if he expends energy at 0.25 kW?
- 52.8 s
- 26.4 s
- 105.6 s
- 13.2 s
- The velocity of a particle is given by \( V = 10 \, \text{cm/s} + (2 \, \text{cm/s}^3)t^2 \). Find the change in velocity between \( t_1 = 2 \, \text{s} \) and \( t_2 = 5 \, \text{s} \).
- 42 cm/s
- 54 cm/s
- 24 cm/s
- 30 cm/s
- The coefficient known when a body is just about to slide is called:
- Coefficient of static friction
- Coefficient of kinetic friction
- Frictional force
- Frictional motion
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