1 |
When damping is small amplitude of vibrational resonance will be |
small
Large
Infinite
Un changed
|
2 |
A simple pendulum suspended from the celling of a lift has a time period T when the lift falls freely the time period of the pendulum will become |
Zero
T/9.8
9.8 T
Infinity
|
3 |
A spring of force constant k is out into three equal pats. The force constant of earth part will b e. |
k
3 k
k/3
k/2
|
4 |
Restoring force in the SHM is |
Centripetal
Frictional
Conservative
Non conservative
|
5 |
The curve between the acceleration and velocity of a body in SHM is a |
Circle
Ellipse
Square
Parabola
|
6 |
The graph between restoring force and time in SHM is a |
Straight line
Parabola
Sine wave
Circle
|
7 |
What is the number of degree of freedom of an oscillating simple gravity pendulum |
1
2
3
4
|
8 |
Which of the following quantities associated with SHM does not vary periodically. |
velocity
Displacement
Acceleration
Total energy
|
9 |
The SI unit of spring constant is identical with that of. |
Force
Pressure
Surface tension
Loudness
|
10 |
Frequency of second pendulum is. |
0.5 Hz
1.0 Hz
1.5 Hz
2.0 Hz
|
11 |
If mass attached to a spring increases then its time period. |
Increases
Decreases
Remains constant
Decreases slightly
|
12 |
The time period of a simple pendulum is independent of its. |
Length
Mass
Acceleration due to gravity
Restoring force
|
13 |
If length of second pendulum becomes four times than its time period will become |
Two times
Four times
Six times
Eight times
|
14 |
Length of second pendulum is |
98 cm
99 cm
99.2 cm
100 cm
|
15 |
A particle performs SHM of amplitude 0.020 and frequency 2.5 Hz. What is its maximum speed. |
0.050 m s-1
0.125 m s-1
0.314 m s-1
0.75 m s-1
|
16 |
An object at the end of a spring oscillates with SHM of angular frequency 2 rad s-1 What is the period of oscillation. |
0.32 s
0.50 s
0.80 s
3.1 s
|
17 |
A particle executing simple harmonic oscillations of frequency 100 Hz has an amplitude of 0.1 cm The velocity amplitude of the particleis. |
20 micro cm s-1
10 micro cm s-1
20 cm s-1
19 cm s-1
|
18 |
Oscillatory motion is always under |
An applied force
Restoring force and inertia
A periodic force
A gravitational force
|
19 |
Resonance phenomenon in a vibrating body |
May increase the amplitude
May decrease the amplitude
May not affected the amplitude
All of the above
|
20 |
The wave form of SHM is a |
Sine wave
Cosine wave
Square wave
Electromagnetic wave
|
21 |
Angular simple harmonic motion is. |
Periodic rectilinear motion
Independent of any applied torque
Periodic rotational motion
Never defined
|
22 |
A body of mass 2 kg attached to a spring is pulled to a distance of 4 cm What will be the value of spring constant K. |
490 N m-1
980 N m-1
1260 N m-1
1960- N m-1
|
23 |
In the case of forced oscillations frequency of oscillation is. |
The natural damped frequency
The natural undamped frequency
The frequency of the external periodic force
Some other frequency
|
24 |
Two simple pendulums of the same length but having different masses |
Have different frequencies
Will have period proportional to their masses
Will have periods independent of their length<div><br></div>
Have the same period
|
25 |
In an Isolated system , total energy of the vibrating's mass and spring is |
Low
High
Constant
Variable
|
26 |
tuning a radio set is an example of. |
Musical resonance
Electrical resonance
Mechanical resonance
Damping
|
27 |
The process where by energy is dissipated from the oscillating system is called. |
Resonance
Damping
Forced oscillation
Free oscillation
|
28 |
Which of the following is not essential for the free oscillations of a mass attached to a spring. |
Elasticity
Gravity
Inertia
Restoring force
|
29 |
The circular motion of a particles with constant speed is. |
Periodic and SHM
Periodic but not SHM
SHM and not periodic
Neither periodic nor SHM
|
30 |
The total energy of a body executing SHM is directly proportional to |
The amplitude
The square of the amplitude
Square root of the amplitude
Reciprocal of the amplitude
|