WorksheetsWaves Test
Total questions: 102
Worksheet time: 4hrs 10mins
A pendulum in an old clock tower has a period of 6.30 seconds. Assuming it behaves like a simple pendulum, estimate the height of the clock tower.
(a)
An anchor vibrates with a frequency of 85 Hz when it hits the hull of a ship. If the speed of sound in sea water is 1520 m/s, how many wavelengths of sound will fit between the boat and the ocean bottom 395 m below?( whole numbers only)
(a)
A spring in a toy launcher requires a force of 10 N to compress it 0.05 m. A 100 g ball is placed in the launcher and the spring is compressed by 0.15 m.
(a) What is the spring constant?
(b) How much potential energy is stored?
(c) How fast does the ball shoot out?
(a)
A police car's siren has a frequency of 720 Hz and is traveling at 20 m/s. We are traveling at 25 m/s away from the police. What frequency do we hear?
(a)
How deep is the ocean floor if it takes 5.8 seconds for the sonar signal to return?
(a)
A 350g mass is attached to a spring and executes simple harmonic motion with a period of 0.5 s If the total energy of the system is 2.0 J, find the (a) force constant of the spring (b) the amplitude of the motion
(a)
What property of this wave is represented by the letter "A"
amplitude
crest
trough
wavelength
Period of a wave refers to...
how long it takes for the event to repeat.
how strong a wave is.
how long a wave is.
how much energy a wave has.
The two waves have different...
amplitudes
speeds
wavelengths
frequencies
What is the amplitude of this wave?
4
8
2
6.3
What would you call this?
Reflection
Diffraction
Refraction
Friction
A wave can travel through space and ______ transferring energy from one place to another.
Matter
Air
Time
Ears
What is A supposed to be?
wavelength
crest
trough
amplitude
Which type of mirror always produces a virtual, upright, and reduced image?
Convex mirror
Parabolic mirror
Plane mirror
Concave mirror
What happens to the wavelength of a wave if its frequency increases, assuming the speed remains constant?
Wavelength stays the same
Wavelength becomes zero
Wavelength decreases
Wavelength increases
Which electromagnetic wave has the lowest energy?
Microwave
X-ray
Ultraviolet
Radio
This reflection is
specular.
diffuse.
The distance from the vertex of the mirror to the center of curvature is also known as the
focal length.
radius of curvature.
object distance.
image distance.
This image is
real.
virtual.
The image formed by this diverging mirror is
upright, smaller, real
inverted, larger, virtual
upright, smaller, virtual
inverted, smaller, real
The object distance is positive and the image distance is
positive.
negative.
upright.
inverted.
According to the law of reflection the angle of incidence is ____________ the angle of reflection.
less than
greater than
equal to
A tree 20 m high is located 40 m from the converging lens of focal length 0.08 m.Calculate the distance from the lens to the image.
0.08 m
0.01 m
0.10 m
0.20 m
A concave mirror or lens has a focal length of 5 cm. The image created by the mirror is 7.3 cm away from the mirror. What is the distance from the mirror of the object?
21.2 cm
11.3 cm
4.75 cm
15.9 cm
A lens or mirror has a magnification factor of 4x. What is the height of an image created by the mirror of an object that 1.5 cm?
6 cm
2.67 cm
60 cm
12 cm
An incident ray strikes a plane mirror at an angle 35° to the normal. What is the angle of the reflected ray?
55°
70°
35°
90°
While driving to Chick-Fil-A, you see a car in your passenger side mirror. The image of the car appears to be 5 m beyond the mirror, and the focal point of the mirror is 16 m behind the mirror. What is the actual distance the car is from the mirror?
10.1 m
7.3 m
2.8 m
152.7 m
Derive the formula for the observed frequency when the source of sound is moving towards a stationary observer. Assume the speed of sound in the medium is v , the speed of the source is vs , and the frequency of the source is f0 .
f′=f0(v+vsv)
f′=f0(vv+vs)
f′=f0(vv−vs)
f′=f0(v−vsv)
Calculate the observed frequency when a train moving at 30 m/s approaches a stationary observer. The frequency of the train's whistle is 500 Hz, and the speed of sound is 340 m/s.
545 Hz
515 Hz
530 Hz
500 Hz
What happens to the observed frequency if the observer moves towards a stationary sound source at a speed of 20 m/s, given the speed of sound is 340 m/s and the source frequency is 400 Hz?
The observed frequency decreases.
The observed frequency remains the same.
The observed frequency increases.
The observed frequency becomes zero.
If the medium changes from air to water, how does this affect the Doppler effect for sound waves?
The Doppler effect is more pronounced in water.
The Doppler effect is less pronounced in water.
The Doppler effect is the same in both air and water.
The Doppler effect does not occur in water.
A car is moving away from a stationary observer at 25 m/s. If the car's horn emits a frequency of 600 Hz and the speed of sound is 340 m/s, what is the observed frequency?
560 Hz
580 Hz
590 Hz
600 Hz
Derive the expression for the observed frequency when both the source and observer are moving towards each other. Assume the speed of sound is v , the speed of the source is vs , the speed of the observer is vo , and the source frequency is f0 .
f′=f0(v−vsv+vo)
f′=f0(v+vsv−vo)
f′=f0(v−vov+vs)
f′=f0(v+vov−vs)
How does the density of a medium affect the speed of sound and consequently the Doppler effect?
Higher density increases the speed of sound and enhances the Doppler effect.
Higher density decreases the speed of sound and diminishes the Doppler effect.
Density does not affect the speed of sound or the Doppler effect.
Higher density increases the speed of sound but does not affect the Doppler effect.
A source emits sound at a frequency of 1000 Hz. If the observer is moving away from the source at 20 m/s and the speed of sound is 340 m/s, what is the observed frequency?
940 Hz
960 Hz
980 Hz
1000 Hz
Calculate the observed frequency when a source moving at 40 m/s emits a sound of frequency 800 Hz towards a stationary observer. The speed of sound is 340 m/s.
880 Hz
820 Hz
840 Hz
800 Hz
The total time for sound waves to return to a ship was 8 seconds after being released. What is the depth in meters?
Distance (Depth) = Velocity x (Total time/2)
Velocity of sound in water = 1500 m/s
12,000m
6000m
375m
187.5m
The total time for sound waves to return to a ship was 4.5 seconds after being released. What is the depth in meters?
Distance (Depth) = Velocity x (Total time/2)
Velocity of sound in water = 1500 m/s
6750m
333.33m
667m
3375m
If the depth of the ocean floor is 9000 meters, how long, in total time, does it take sound waves to return to the SONAR detector?
Distance (Depth) = Velocity x (Total time/2)
Velocity of sound in water = 1500 m/s
13,500,000sec
12sec
0.17sec
3sec
The time for sound waves to return to a ship from just the bottom of the ocean was 1.25 seconds. What is the depth in meters?
Distance (Depth) = Velocity x (Total time/2)
Velocity of sound in water = 1500 m/s
937.5m
1875m
10050m
1200m
If the depth of the ocean floor is 7500 meters, how long does it take sound waves to reach the bottom of the ocean?
Distance (Depth) = Velocity x (Total time/2)
Velocity of sound in water = 1500 m/s
10sec
5sec
11,250,000sec
0.2sec
The speed of sound varies when the medium it passes through changes. For example, the speed of sound through air is 343 m/s. A boat mapping the seafloor near Greenland determines after a 12-second ping, the depth is 8100 meters. What is the speed of sound in this cold, icy water?
Distance (Depth) = Velocity x (Total time/2)
1875m/s
48,600m/s
675m/s
1350m/s
