General Practical Physics I — 2020 Past Questions
University of Ilorin PHY107: 59 questions.
Topics: Measurement of length, Viscosity, Graphical methods, Hooke's law (Static), The simple Pendulum, Hooke's law (Dynamic), Moment of inertia, Specific heat capacity of a liquid (Cooling method)
- Increase in viscosity causes:
- Increase in terminal velocity
- Decrease in terminal velocity
- No change in terminal velocity
- Increase in acceleration
- How to reduce friction between two surfaces in contact?
- Add a lubricant
- Add a rubricant
- Add a wedge
- Increase surface roughness
- The closeness of a set of values is called:
- Accuracy
- Precision
- Concise
- Real
- Experimental readings are repeated to avoid:
- Zero error
- Systematic error
- Environmental error
- Random error
- The copper lid in a calorimeter primarily stops heat loss by:
- Conduction
- Convection
- Radiation
- Evaporation
- Values that are close to one another are said to be:
- Accurate
- Precise
- Concise
- Real
- Values close to the true value are said to be:
- Accurate
- Precise
- Concise
- Real
- Why measure an experiment more than once?
- To prevent environmental error
- To prevent systematic error
- To prevent random error
- To increase instrument precision
- The meter rule has a reading accuracy of:
- 0.1 cm
- 0.001 cm
- 0.5 cm
- 0.05 cm
- Internal friction in a liquid is called:
- Surface tension
- Amalgamation
- Viscosity
- All of the above
- In Hooke's law ($F = kx$), $k$ is also called:
- Elastic constant
- Spring constant
- Stiffness
- All of the above
- A set of readings close to one another is said to be:
- Accurate
- Precise
- Concise
- Real
- The length of a rod measured as 15 cm using a meter rule is best reported as:
- $(15.0 \\pm 1.0)$ cm
- $(15.0 \\pm 0.1)$ cm
- $(15.0 \\pm 0.05)$ cm
- $(15.0 \\pm 0.5)$ cm
- Which instrument is best for measuring short horizontal/vertical distances?
- Meter rule
- Travelling microscope
- Vernier calipers
- Micrometer screw gauge
- In thermometer construction, the bore diameter is measured using:
- Meter rule
- Vernier calipers
- Micrometer screw gauge
- Vernier microscope
- If a student measures speed as $2.97 \\times 10^8$ m/s (actual: $3.0 \\times 10^8$ m/s), the percentage error is:
- 1%
- 0.1%
- 0.01%
- 0.001%
- Which set of instruments is used to determine the coefficient of viscosity?
- Stopwatch, vernier caliper, measuring cylinder with glycerol
- Stopwatch, vernier caliper, glycerol
- Stopwatch, micrometer screw gauge, measuring cylinder with glycerol, steel balls
- Stopwatch, micrometer screw gauge, glycerol
- Using balls of different sizes in viscosity experiments helps to:
- Show speed variation
- Determine terminal velocity vs. size
- Waste time
- Measure density
- When vernier calipers refuse to close fully, it indicates:
- Random error
- Zero error
- Absolute error
- Relative error
- Hooke's law holds for a spring whose:
- Elastic limit is exceeded
- Proportional limit is reached
- Elastic limit is not exceeded
- All of the above
- A ball falling in glycerol for viscosity determination:
- Accelerates before terminal velocity
- Decelerates before terminal velocity
- Has decreasing acceleration until terminal velocity
- Reaches constant velocity at terminal velocity
- Forces on a body immersed in water include: I. Weight; II. Upthrust; III. Viscosity; IV. Mass
- I, II, III
- II, III, IV
- I, II
- II, IV
- Given a spiral spring, retort stand, and masses, the experiment aims to:
- Determine spring constant $k$
- Measure extension $e$
- Verify Hooke's law
- All of the above
- Motion of a drum rolling down an inclined plane includes:
- Circular + translational
- Rotational + translational
- Rotational + circular
- Rectilinear + circular
- For $T = 2\\pi\\sqrt{\\frac{L}{g}}$, the slope of $T^2$ vs. $L$ is:
- $\\frac{\\pi^2}{g}$
- $\\frac{2\\pi^2}{g}$
- $\\frac{4\\pi^2}{g}$
- $\\frac{2\\pi}{g}$
- If the slope of $T^2$ vs. $m$ for $T = 2\\pi\\sqrt{\\frac{m}{k}}$ is 0.05, $k$ is:
- $0.8\\pi^2$
- $8\\pi^2$
- $80\\pi^2$
- $800\\pi^2$
- Parallax error refers to:
- Apparent object movement due to observer's position
- Observer movement causing object shift
- Multiple observers seeing different positions
- None of the above
- The slope of $Q^m = aP^n$ in a log-log plot is:
- $\\frac{n}{m}$
- $\\frac{1}{m}$
- $\\frac{1}{n}$
- $\\frac{m}{n}$
- For $\\log I_e = \\log A + n\\log T$, how are $A$ and $n$ determined?
- $A$ from slope, $n$ from intercept
- $A$ from intercept, $n$ from slope
- $A$ from slope, $n$ from x-intercept
- $A$ from x-intercept, $n$ from slope
- Increase in viscosity causes:
- Increase in terminal velocity
- Decrease in terminal velocity
- No change in terminal velocity
- Increase in acceleration
- How to reduce friction between two surfaces in contact?
- Add a lubricant
- Add a rubricant
- Add a wedge
- Increase surface roughness
- The closeness of a set of values is called:
- Accuracy
- Precision
- Concise
- Real
- Experimental readings are repeated to avoid:
- Zero error
- Systematic error
- Environmental error
- Random error
- The copper lid in a calorimeter primarily stops heat loss by:
- Conduction
- Convection
- Radiation
- Evaporation
- Values that are close to one another are said to be:
- Accurate
- Precise
- Concise
- Real
- Values close to the true value are said to be:
- Accurate
- Precise
- Concise
- Real
- Why measure an experiment more than once?
- To prevent environmental error
- To prevent systematic error
- To prevent random error
- To increase instrument precision
- The meter rule has a reading accuracy of:
- 0.1 cm
- 0.001 cm
- 0.5 cm
- 0.05 cm
- Internal friction in a liquid is called:
- Surface tension
- Amalgamation
- Viscosity
- All of the above
- In Hooke's law ($F = kx$), $k$ is also called:
- Elastic constant
- Spring constant
- Stiffness
- All of the above
- A set of readings close to one another is said to be:
- Accurate
- Precise
- Concise
- Real
- The length of a rod measured as 15 cm using a meter rule is best reported as:
- $(15.0 \\pm 1.0)$ cm
- $(15.0 \\pm 0.1)$ cm
- $(15.0 \\pm 0.05)$ cm
- $(15.0 \\pm 0.5)$ cm
- Which instrument is best for measuring short horizontal/vertical distances?
- Meter rule
- Travelling microscope
- Vernier calipers
- Micrometer screw gauge
- In thermometer construction, the bore diameter is measured using:
- Meter rule
- Vernier calipers
- Micrometer screw gauge
- Vernier microscope
- If a student measures speed as $2.97 \\times 10^8$ m/s (actual: $3.0 \\times 10^8$ m/s), the percentage error is:
- 1%
- 0.1%
- 0.01%
- 0.001%
- Which set of instruments is used to determine the coefficient of viscosity?
- Stopwatch, vernier caliper, measuring cylinder with glycerol
- Stopwatch, vernier caliper, glycerol
- Stopwatch, micrometer screw gauge, measuring cylinder with glycerol, steel balls
- Stopwatch, micrometer screw gauge, glycerol
- Using balls of different sizes in viscosity experiments helps to:
- Show speed variation
- Determine terminal velocity vs. size
- Waste time
- Measure density
- When vernier calipers refuse to close fully, it indicates:
- Random error
- Zero error
- Absolute error
- Relative error
- Hooke's law holds for a spring whose:
- Elastic limit is exceeded
- Proportional limit is reached
- Elastic limit is not exceeded
- All of the above
- A ball falling in glycerol for viscosity determination:
- Accelerates before terminal velocity
- Decelerates before terminal velocity
- Has decreasing acceleration until terminal velocity
- Reaches constant velocity at terminal velocity
- Forces on a body immersed in water include: I. Weight; II. Upthrust; III. Viscosity; IV. Mass
- I, II, III
- II, III, IV
- I, II
- II, IV
- Given a spiral spring, retort stand, and masses, the experiment aims to:
- Determine spring constant $k$
- Measure extension $e$
- Verify Hooke's law
- All of the above
- Motion of a drum rolling down an inclined plane includes:
- Circular + translational
- Rotational + translational
- Rotational + circular
- Rectilinear + circular
- For $T = 2\\pi\\sqrt{\\frac{L}{g}}$, the slope of $T^2$ vs. $L$ is:
- $\\frac{\\pi^2}{g}$
- $\\frac{2\\pi^2}{g}$
- $\\frac{4\\pi^2}{g}$
- $\\frac{2\\pi}{g}$
- If the slope of $T^2$ vs. $m$ for $T = 2\\pi\\sqrt{\\frac{m}{k}}$ is 0.05, $k$ is:
- $0.8\\pi^2$
- $8\\pi^2$
- $80\\pi^2$
- $800\\pi^2$
- Parallax error refers to:
- Apparent object movement due to observer's position
- Observer movement causing object shift
- Multiple observers seeing different positions
- None of the above
- The slope of $Q^m = aP^n$ in a log-log plot is:
- $\\frac{n}{m}$
- $\\frac{1}{m}$
- $\\frac{1}{n}$
- $\\frac{m}{n}$
- For log Iₑ = log A + n log T, how are A and n determined?
- A from slope, n from intercept
- A from intercept, n from slope
- A from slope, n from x-intercept
- A from x-intercept, n from slope
- For a pendulum swinging between points L and J with K as the equilibrium position: I. The potential energy is greatest at K; II. The kinetic energy is greatest at K; III. L & J are the maximum displacements; IV. The velocity is 0 at J. Which statements are correct?
- I only
- II and III
- II, III, and IV
- IV only
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