What is the standard unit for angular frequency?
m s-1
m s-2
rad s-1
rad
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Simple Harmonic Motion
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Simple Harmonic Motion
What is the standard unit for angular frequency?
m s-1
m s-2
rad s-1
rad
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Which of the following graphs shows how the acceleration a of a body moving with simple harmonic motion varies with its displacement x ?
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For a simple pendulum oscillating with simple harmonic motion, which of the following statements is true?
The time period T is proportional to the square root of mass
The time period T is inversely proportional to the length
The time period T is proportional to the length
The time period T is proportional to the square root of length
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A body is oscillating with simple harmonic motion, and its displacement x is given by the equation x = A cos (ωt).
What is the displacement x of the body at time t = 0 ?
A
2A
0
1
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A graph is sketched for an oscillating body.
What is the amplitude of its motion?
5 cm
10 cm
1.6 cm
3.6 cm
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A body is oscillating with simple harmonic motion as shown in the graph below, where x represents displacement:
Which graph best shows the acceleration a against the time t ?
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The length of a simple pendulum is trebled.
What factor will the frequency of oscillations increase by ?
3
2
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A particle of mass 0.20 kg moves with simple harmonic motion of amplitude 2.0 cm.
If the total energy of the particle is 40 × 10–6 J, what is the time period of the motion?
seconds
π seconds
2π seconds
seconds
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When a mass suspended on a spring is displaced, the system oscillates with simple harmonic motion.
Which one of the following statements regarding the energy of the system is incorrect?
The potential energy of the system has a minimum value when the mass is at its equilibrium position
The kinetic energy of the system is proportional to its mass
The sum of the kinetic and potential energies is always constant
The kinetic energy of the system has a minimum value when the mass is at its equilibrium position
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A mass attached to a spring undergoes vertical simple harmonic motion.
At which point(s) is the magnitude of the resultant force on the mass a maximum?
At both the top and bottom of the oscillation
Only at the top of the oscillation
Only at the bottom of the oscillation
At the centre of the oscillation
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The graph shows the variation of displacement with time for a body moving with simple harmonic motion.
What is the body’s maximum acceleration?
0.628 m s–2
1.97 m s–2
2.51 m s–2
7.90 m s–2
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A simple pendulum can be used to determine the gravitational field strength of the Earth, g.
The period of oscillations for the pendulum, T can be measured for different lengths of the pendulum, . Using graphical methods, and by finding the gradient m, g can be determined.
Which row in the table below correctly describes a graphical method to determine g using a simple pendulum?
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The graph shows how the displacement x of a body moving with simple harmonic motion varies with time t.
Which graph correctly shows how the kinetic energy of the body varies with displacement, x in the same time interval?
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Two simple pendulums, X and Y, of length 80 cm and 99 cm respectively, are set in motion alongside each other.
How many oscillations are made by pendulum Y between two consecutive instants when X and Y move in phase with each other ?
9
11
12
13
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The time period of a simple pendulum on Earth is 1.8 s.
What would the time period be of the same pendulum if it was set in motion on a planet with a third of the radius but twice the density of Earth?
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