1 |
The product of time period and frequency is. |
Zero
1
2
3
|
2 |
One complete round trip of a vibrating body is called. |
Frequency
Time period
Vibration
Amplitude
|
3 |
The mathematical expression for the restoring force is. |
F = kx
F = ma
F = dp/dt
F = -kx
|
4 |
the acceleration of a body having SHM, depends upon its. |
Time period
Amplitude
Frequency
Displacement from mean position
|
5 |
In simple harmonic motion the velocity of a particle is maximum at. |
Extreme position
Mean position
In between extreme and mean position
None of them
|
6 |
A quantity which indicates the state and direction of a vibrating body is known as |
Time period
Amplitude
Phase
Frequency
|
7 |
P.E. of a spring is stored in |
Spring
mass
Both of them
None of these
|
8 |
The amplitude of a vibrating body at resonance in vacuum is |
Minimum
Maximum
Zero
Infinite
|
9 |
The frequency of 2nd pendulum is |
0.5 Hz
1 Hz
1.5 Hz
2 Hz
|
10 |
Second pendulum has a time period |
1 sec
3 sec
2 sec
4 sec
|
11 |
Time period of simple pendulum depends upon |
Mass of pendulum
Weight of pendulum
Length of pendulum
Shape of pendulum
|
12 |
Damping is the process in which energy |
Increases
Remains constant
Dissipates
None of these
|
13 |
A swing is good example of |
Resonance
Vibration
Time period
Oscillation
|
14 |
|
|
15 |
Angular frequency is the characteristic of |
Linear motion
Vibratory motion
Circular motion
All of these
|
16 |
Frequency 'f' and time period 'T' are related as |
|
17 |
One complete round trip of a body is called |
Displacement
Time period
Vibration
Frequency
|