NEW
Font size
WorksheetsTopic 7 (part 2)
Total questions: 35
Worksheet time: 26mins
What number harmonic is shown in A
1
2
3
4
Even numbered harmonics do not form in a closed pipe because
the pipe “fits” only an odd number of quarter wavelengths
the pipe “fits” only an even number of quarter wavelengths
the pipe cannot put an anti-node at the open end
the pipe cannot get enough air to vibrate in the pipe at these lengths
What is the fist harmonic also called?
First harmonic
First Overtone
The fundamental
The resonant frequency
Of the sound sources shown, that which is vibrating with its first harmonic is the
whistle.
organ pipe.
vibrating string.
vibrating rod.
vibrating spring.
Of the sound sources shown, that which is vibrating with its first harmonic is
the whistle.
the organ pipe.
the vibrating string.
the vibrating rod.
None of these.
How many antinodes does this standing wave have?
5
6
7
8
The third harmonic on a string fixed at both ends shows
A wavelength and a half
Half a wavelength
Two wavelengths
A wavelength
Look at the picture. Who is experiencing a lower pitched sound?
Observer A
Observer B
There is no difference
Look at the picture. Who is experiencing a higher pitched sound?
Observer A
Observer B
There's no difference
In the diagram which letters represent the nodes
A B C
A C E
B D
B D E
A C D
Standing waves are created by
Two identical waves reflecting off each other
Two identical waves being diffracted together
Two identical waves move through each other in opposite directions
Two identical waves are diffracted from two identical sources
Which of the following equations represents a wave travelling along Y-axis?
x = A sin (ky - ωt)
y = A sin (kx - ωt)
y = A sin (ky) cos (ωt)
y = A cos (ky) sin (ωt)
The figure represents a string of length L, fixed at both ends, vibrating in several harmonics. Which string shows the 4th harmonic?
A
B
C
D
E
The equation of a progressive wave is given by y = 0.1 sin (3x + 10t) where y and x are in meters and t in second. The direction of the wave is
leftwards
rightwards
upwards
downwards
For waves on a water surface, the following graph shows how the displacement y of a water particle in the surface varies with the time t.
What are the quantities z and s?
z: frequency
s: amplitude
z: period
s: half-amplitude
z: wavelength
s: half-amplitude
z: period
s: amplitude
transverse Wave
longitudinal Wave
transverse
longitudinal
