Oscillations questions
1188 published questions with worked solutions.
- Two particles are executing S.H.M of the same frequency and amplitude along the same straight-line path
- Two particles P and Q describe S.H.Ms. of same amplitude a and frequency n along the same straight line. The maximum distance...
- If two particles performing S.H.M are given by x_1=10 [3 t+ 4 ] and x_2=5 [ 3 t+ 3 3 t ] Then the ratio of their amplitude is
- Two S.H.M.'s are represented by the equations Y_1=0.1 (100 t+ /3) and Y_2=0.1 (100 t). The phase difference between the speeds of...
- The displacement of two particle executing S.H.M. are represented by x_1=A ( t+ ) and x_2=A t. The phase difference between the...
- Two simple harmonic motions are given by y_1=A_1 t and y_2=A_2 ( t+ ) are acting on the particles in the same direction. The...
- The displacement of a particle performing S.H.M. is, x=3 (314t)+4 (314t), where x and t are in CGS units. Then the amplitude of...
- The displacement of a particle performing S.H.M. is x=3 (314t)+4 (314t). Then the initial, phase angle is,
- If the two particles performing S.H.M. with different initial phase angle and amplitude, then the initial phase angle of...
- If the two particles performs S.H.M. of same initial phase angle but different amplitudes of individuals, then the resultant...
- The two particles performing S.H.M. have a phase, difference of . If the amplitude of second particle is three times the...
- Equation of SHM is : X = (6 t + 8 t) cm then amplitude of resultant SHM is :
- A particle is simultaneously subjected to two SHM's given by X_1 = 4 (4 t+ 6 ) and X_2 = 3 (4 t+ 3 ) the phase of the resultant...
- A particle is simultaneously subjected to two SHM's given by X_1 = 4 (4 t+ 6 ) and X_2 = 3 (4 t+ 3 ) the amplitude of the...
- A ball attached to a string travels in uniform, circular motion in a horizontal circle 50 cm radius in 1 sec. Sun light shining...
- The displacement of an oscillating particle is given by x = a t + b t. The initial phase angle is given by :
- Time period of simple pendulum of wire is independent of
- A simple pendulum is suspended on a lift and lift is moving upwards with an acceleration time period of simple pendulum
- The work done by a string of simple pendulum during one complete oscillation is equal to
- If two SHM having same periods and different amplitude, initial phases, then combined each other and resultant amplitude of SHM...
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