Periodic Motion
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- F=−2(x−2)2
- F=2(x−2)3
- F=2(x−2)2
- F=−2(x−2)3
Which of the following are necessary conditions for a particle performing periodic motion?
(i) The particle's path is fixed
(ii) The particle's momentum is constant
(iii) Velocity at any position is same after time t = T time duration where T is particle's Time period.
(iv) Time period is same for every cycle
(i), (ii), (iv)
(i), (iv)
(i), (iii), (iv)
All of these
A person goes to bed at sharp 10.00 pm every day. Is it an example of periodic motion?
False
True
Periodic motion
Oscillatory motion
Both Oscillatory and Periodic
None of these
A ball falls from a height 'h' above the ground, collides and rebounds. The collision is perfectly elastic. Will the motion be
None of these
Periodic
Oscillatory
Both (a) & (b)
True
False
When a body repeats its motion in regular interval of time then it's said to execute periodic motion. Let's say a car is going on a race track (as shown in figure)
The car covers 5 laps.
For each lap it took 10 mins
In which of the below mentioned cases will its motion be considered periodic.
Case I: The car was travelling with constant speed.
Case II: The car had a constant acceleration from rest (0 m/s) and then a constant deceleration to rest (0 m/s) in each lap for all 5 laps.
Case III: The car had a non-uniform acceleration throughout the journey.
Case IV: lap 1 with constant speed, lap 2 with constant acceleration, lap 3, 4, 5 with variable acceleration.
Case I is periodic
Case II is periodic
Case III is Periodic
All cases are periodic
In a circus an artist is swinging on a trapeze. What kind of motion is it?
Oscillation
Periodic motion
Angular SHM
Harmonic
- True
- False
- False
- True