1 vibrate in S.H.M. of same period and same amplitude.
2 vibrate in S.H.M. of different period and different amplitudes.
3 except at nodes vibrate in S.H.M. of same period but of different amplitudes.
4 except at nodes vibrate in S.H.M. of same period and same amplitude.
Explanation:
C In a stationary wave all particles except at nodes vibrate in S.H.M of same period but of different amplitudes.
MHT-CET 2020
WAVES
172179
The correct statement about stationary wave is that
1 displacement at antinode is minimum
2 displacement at node is maximum
3 displacement at node is maximum and at antinode is zero
4 displacement at node is zero and at antinode is maximum
Explanation:
D Stationary waves are produced by superposition of two progressive waves of equal amplitude and frequency, travelling with the same speed in opposite directions. Displacement at node is zero and at anti-node in maximum.
MHT-CET 2020
WAVES
172196
A standard wave pattern can be represented by an equation like.
1 vibrate in S.H.M. of same period and same amplitude.
2 vibrate in S.H.M. of different period and different amplitudes.
3 except at nodes vibrate in S.H.M. of same period but of different amplitudes.
4 except at nodes vibrate in S.H.M. of same period and same amplitude.
Explanation:
C In a stationary wave all particles except at nodes vibrate in S.H.M of same period but of different amplitudes.
MHT-CET 2020
WAVES
172179
The correct statement about stationary wave is that
1 displacement at antinode is minimum
2 displacement at node is maximum
3 displacement at node is maximum and at antinode is zero
4 displacement at node is zero and at antinode is maximum
Explanation:
D Stationary waves are produced by superposition of two progressive waves of equal amplitude and frequency, travelling with the same speed in opposite directions. Displacement at node is zero and at anti-node in maximum.
MHT-CET 2020
WAVES
172196
A standard wave pattern can be represented by an equation like.
1 vibrate in S.H.M. of same period and same amplitude.
2 vibrate in S.H.M. of different period and different amplitudes.
3 except at nodes vibrate in S.H.M. of same period but of different amplitudes.
4 except at nodes vibrate in S.H.M. of same period and same amplitude.
Explanation:
C In a stationary wave all particles except at nodes vibrate in S.H.M of same period but of different amplitudes.
MHT-CET 2020
WAVES
172179
The correct statement about stationary wave is that
1 displacement at antinode is minimum
2 displacement at node is maximum
3 displacement at node is maximum and at antinode is zero
4 displacement at node is zero and at antinode is maximum
Explanation:
D Stationary waves are produced by superposition of two progressive waves of equal amplitude and frequency, travelling with the same speed in opposite directions. Displacement at node is zero and at anti-node in maximum.
MHT-CET 2020
WAVES
172196
A standard wave pattern can be represented by an equation like.
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WAVES
172178
In a stationary wave all particles
1 vibrate in S.H.M. of same period and same amplitude.
2 vibrate in S.H.M. of different period and different amplitudes.
3 except at nodes vibrate in S.H.M. of same period but of different amplitudes.
4 except at nodes vibrate in S.H.M. of same period and same amplitude.
Explanation:
C In a stationary wave all particles except at nodes vibrate in S.H.M of same period but of different amplitudes.
MHT-CET 2020
WAVES
172179
The correct statement about stationary wave is that
1 displacement at antinode is minimum
2 displacement at node is maximum
3 displacement at node is maximum and at antinode is zero
4 displacement at node is zero and at antinode is maximum
Explanation:
D Stationary waves are produced by superposition of two progressive waves of equal amplitude and frequency, travelling with the same speed in opposite directions. Displacement at node is zero and at anti-node in maximum.
MHT-CET 2020
WAVES
172196
A standard wave pattern can be represented by an equation like.
1 vibrate in S.H.M. of same period and same amplitude.
2 vibrate in S.H.M. of different period and different amplitudes.
3 except at nodes vibrate in S.H.M. of same period but of different amplitudes.
4 except at nodes vibrate in S.H.M. of same period and same amplitude.
Explanation:
C In a stationary wave all particles except at nodes vibrate in S.H.M of same period but of different amplitudes.
MHT-CET 2020
WAVES
172179
The correct statement about stationary wave is that
1 displacement at antinode is minimum
2 displacement at node is maximum
3 displacement at node is maximum and at antinode is zero
4 displacement at node is zero and at antinode is maximum
Explanation:
D Stationary waves are produced by superposition of two progressive waves of equal amplitude and frequency, travelling with the same speed in opposite directions. Displacement at node is zero and at anti-node in maximum.
MHT-CET 2020
WAVES
172196
A standard wave pattern can be represented by an equation like.