Waves CBSE Questions & Answers
Waves
This is Physics Class 11 Waves CBSE Questions & Answers. There are 15 questions in this test with each question having around four answer choices.
Questions & Answers
1
in wave propagation
- Athere is no flow of matter and there is no movement of disturbance
- Bthere is no flow of matter but there is movement of disturbanceCorrect
- Cthere is flow of matter and there is no movement of disturbance
- Dthere is flow of matter but there is movement of disturbance
2
When we make a mobile telephone call to a friend
- Athe friend's mobile receives acoustic waves containing your audio
- Bthe friend's mobile generates possible electrical signals
- Cthe friend's mobile receives electromagnetic waves containing your audioCorrect
- Dthe friend's mobile receives gravity waves containing your audio
3
Electromagnetic waves are different from sound waves in that
- Athey need medium and are transverse
- Bthey need medium and are longitudinal
- Cthey need no medium and are transverseCorrect
- Dthey need no medium and are longitudinal
4
Matter waves are useful in
- Aexplaining quantum mechanical phenomenonCorrect
- Bexplaining astronomical phenomenon
- Cexplaining gravitational phenomenon
- Dexplaining tidal wave phenomenon
5
The quantity similar to extension or compression of the spring in sound wave propagation (air) is
- Athe change in air composition
- Bthe change in air humidity
- Cthe change in air particles
- Dthe change in air densityCorrect
6
in transverse waves, the constituents of the medium
- Aoscillate parallel to the direction of wave propagation
- Boscillate perpendicular to the direction of wave propagationCorrect
- Coscillate at 30\(^\circ \) to the direction of wave propagation
- Doscillate at 40\(^\circ \) to the direction of wave propagation
7
in longitudinal waves, the constituents of the medium
- Aoscillate at 40\(^\circ \) to the direction of wave propagation
- Boscillate along the direction of wave propagation.Correct
- Coscillate at 30\(^\circ \) to the direction of wave propagation
- Doscillate perpendicular to the direction of wave propagation
8
Travelling or progressive wave
- Atravels from one point of the medium to anotherCorrect
- Bdoes not move from one point of the medium to all others
- Cdoes not move from one point of the medium to another
- Ddoes not move from one point of the medium to any other
9
The waves on the surface of water are of two kinds:.
- Asound waves and gravity waves
- Bcapillary waves and sound waves
- Cseismic waves and cosmic waves
- Dcapillary waves and gravity wavesCorrect
10
in the same medium transverse and longitudinal waves
- Atravel changing transverse wave to longitudinal wave
- Btravel changing longitudinal wave to transverse wave
- Ctravel with different speedsCorrect
- Dtravel with same speeds
11
If y(x, t) = a sin (kx + \(\omega \)t + \(\varphi \)) represents a wave function
- Adirection of travel is sometimes –ve x and +x at other times
- Btravelling in the -ve x directionCorrect
- Cthe equation does not tell the direction
- Dtravelling in the +ve x direction
12
If y(x, t) = a sin (kx + \(\omega \)t + \(\varphi \) ) represents a wave function then ‘a’ is
- Athe frequency
- Bthe phase
- Cthe period
- Dthe amplitudeCorrect
13
If y(x, t) = a sin (kx + \(\omega \)t + \(\varphi \) ) represents a wave function then ‘k’ is
- Athe period
- Bthe angular wave numberCorrect
- Cthe frequency
- Dthe phase
14
If y(x, t) = a sin (kx + \(\omega \)t + \(\varphi \) ) represents a wave function then ‘\(\omega \)’ is
- Athe frequencyCorrect
- Bthe period
- Cthe phase
- Dthe wave number
15
If y(x, t) = a sin (kx + \(\omega \)t + \(\varphi \) ) represents a wave function then ‘\(\varphi \)’ is
- Athe wave number
- Bthe initial phase angleCorrect
- Cthe frequency
- Dthe period