General Practical Physics I — 2021 Past Questions
University of Ilorin PHY107: 35 questions.
Topics: Graphical methods, Viscosity, Measurement of length, The simple Pendulum, Hooke's law (Static), Specific heat capacity of a liquid (Cooling method), Specific heat capacity of a good conductor (Metal block)
- A ball at rest is dropped into a viscous fluid. What happens to the motion of the ball?
- Its acceleration increases as terminal velocity is attained
- Terminal velocity is attained when the acceleration of the ball is zero
- Its velocity decreases linearly with time
- The ball stops immediately due to high viscosity
- What is the aim of a viscosity experiment?
- To determine the coefficient of viscosity of glycerol/oil by timing the speed of a ball bearing
- To measure the density of the fluid
- To study the effect of temperature on viscosity
- To verify Stokes' law theoretically
- What is the meaning of viscosity?
- Internal friction of a fluid
- Density of a fluid
- Surface tension of a fluid
- Pressure exerted by a fluid
- Which statement regarding a simple pendulum is correct?
- It is independent of the nature of the bob
- Its period increases as its length decreases
- Its period doubles as length doubles
- Its period is zero when the length is very long
- The constant of proportionality in Hooke's law can be called:
- Stiffness
- Force per unit length
- Elastic constant
- All of the above
- Which is true of a simple pendulum bob at equilibrium? I. Displacement ($y$) = 0; II. Acceleration ($a$) = $\\omega^2 y$; III. Velocity is zero; IV. Kinetic energy is maximum
- IV only
- I, II, and IV
- I and IV
- III only
- In the equation $y = mx + c$, what is $c$?
- Intercept of the graph
- Slope of the graph
- $y$-parameter on $y$-axis
- $x$-parameter on $x$-axis
- In the equation $y = mx + c$, what is $m$?
- Slope of the graph
- Intercept
- $y$-parameter
- $x$-parameter
- In the equation $y = mx + c$, what is $x$?
- $x$-parameter on $y$-axis
- $x$-parameter on $x$-axis
- Slope
- Intercept
- For $T = 2\\pi\\sqrt{\\frac{L}{g}}$, what is the suitable function to plot on a graph?
- $T^2$ against $L$
- $T$ against $L$
- $\\log T$ against $\\log L$
- $T$ against $\\sqrt{L}$
- The lid of a calorimeter reduces heat loss primarily by:
- Convection
- Radiation
- Conduction
- Evaporation
- Which mode of heat transfer does not require a material medium?
- Convection
- Radiation
- Conduction
- All require a medium
- When a liquid changes to gas, it is known as:
- Sublimation
- Vaporization
- Condensation
- Evaporation
- When a solid changes directly to gas, it is called:
- Melting
- Dissolution
- Sublimation
- Deposition
- For the equation $M = K + PV$, what parameter will be on the $y$-axis?
- $K$
- $M$
- $P$
- $V$
- For $T = 2\\pi\\sqrt{\\frac{L}{g}}$, if the length is increased by a factor of 4, what happens to the period?
- Tripled
- Doubled
- Halved
- Unchanged
- The purpose of dropping different masses in a liquid is to:
- Determine terminal velocity
- Show the relationship between masses and liquid
- Determine the coefficient of viscosity
- Determine the density of the liquid
- For $PV^{\\gamma-1} = k$, what graph is plotted to derive $k$ and $\\gamma$?
- $\\log P$ against $\\log V$
- $P$ against $V$
- $\\log V$ against $\\log P$
- $\\log k$ against $\\log \\gamma$
- For $T = 2\\pi\\sqrt{\\frac{L}{g}}$, what is the slope and intercept of $T$ vs $L$?
- $2\\pi$, 0
- $2\\pi$, $g$
- $4\\pi^2$, 0
- Non-linear, no constant slope
- Hooke's law cannot be verified if:
- The elastic constant is infinitely large
- The load exceeds the elastic limit
- The spring is inelastic
- All of the above
- Which instrument is suitable for measuring a thin metal rod?
- Micrometer screw gauge
- Vernier caliper
- Travelling microscope
- Meter rule
- What instrument is suitable for measuring the distance between two parallel lines?
- Vernier caliper
- Travelling microscope
- Micrometer screw gauge
- Meter rule
- When determining the coefficient of viscosity of glycerol, balls of different sizes are allowed to fall through it. What is the purpose of this?
- It is a waste of time
- Different balls have different speeds
- Different balls have different terminal speeds
- To find the relationship between terminal velocity and size
- The forces acting on a body falling through a column of viscous liquid are: I. Surface tension; II. Viscosity; III. Weight; IV. Centrifugal force; V. Upthrust
- All forces
- II, III, and V
- I, II, and IV
- I, II, and III
- Hooke's law is used to determine:
- Mass constant
- Hooke's constant
- Spring constant
- String constant
- In the equation $T = KW^a$, the linearized form is:
- $K = \\frac{T}{W^a}$
- $\\log T = \\log K + a \\log W$
- $a = \\frac{T - K}{W}$
- $\\frac{a}{K} = \\frac{T}{W}$
- The intercept of the linearized form of $T = KW^a$ is:
- $a$
- $\\log K$
- $\\log T$
- $\\log W$
- A vernier caliper reading for the diameter of a sphere is 0.97 cm. What is its volume?
- $4.63 \\times 10^{-7} \\, \\text{m}^3$
- $4.63 \\times 10^{-5} \\, \\text{m}^3$
- $2.92 \\times 10^{-6} \\, \\text{m}^3$
- $2.92 \\times 10^{-4} \\, \\text{m}^3$
- In the equation $T = kW^c$, what is $c$?
- Slope of the graph
- Intercept of the graph
- Spring constant
- Acceleration due to gravity
- In the equation $T = kW^c$, the intercept is:
- $c$
- $\\log k$
- $k$
- $\\log c$
- In a simple pendulum experiment, the acceleration due to gravity was determined to be $9.67 \\, \\text{ms}^{-2}$. For $T = 2\\pi\\sqrt{\\frac{L}{g}}$, what is the slope of $T^2$ vs $L$?
- 4.08
- 9.67
- 2.42
- 39.5
- Which of the following is not a necessary precaution when measuring length?
- Closing the window
- Avoid parallax error
- Check for zero error
- Ensure proper lighting
- If a student measures speed to be 2.97 × 10⁸ m/s and the actual value is 3.0 × 10⁸ m/s, what is the percentage error?
- 1%
- 0.1%
- 0.01%
- 0.001%
- The diameter of a ball bearing can be measured with what instrument?
- Vernier caliper
- Micrometer screw gauge
- Meter rule
- Vernier microscope
- How many divisions on the vernier scale are equal to one division on the main scale of a vernier caliper?
- 9
- 1
- 10
- 0
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