| 1 |
Smaller the damping, the resonance will be |
more flat
more sharp
both of them
none of them
|
| 2 |
Smaller the damping, greater will be the |
frequency
wavelength
amplitude
none of them
|
| 3 |
The damping depends upon the |
amplitude
sharpness
both of them
none of them
|
| 4 |
The resonance will be sharp, if the amplitude decreases rapidly at a frequency |
equal to the resonant frequency
slight different from the resonant frequency
greatly different from the resonant frequency
any one of them
|
| 5 |
In the resonance condition, the amplitude of the oscillator becomes |
very large
very small
zero
any one of them
|
| 6 |
Shock absorber of the car is an example of |
resonance
forced oscillations
interference
damped oscillations
|
| 7 |
The process in which energy is dissipated from the oscillating system is known as |
resonance
interference
diffraction
damping
|
| 8 |
As the bob of the pendulum moves to and fro which of the force is experienced by the bob |
its weight
tension in the string
viscous drag force by air
all of them
|
| 9 |
While describing the motion of a simple pendulum, the frictional effects are |
taken into account
completely ignored
partially ignored
none of them
|
| 10 |
Such oscillations in which the amplitude decreases steadily with time, are called |
resonance
force oscillations
large oscillations
damped oscillations
|
| 11 |
The waves produced in a microwave oven have wavelength. |
12 mm
12 cm
12 m
12 mm
|
| 12 |
The waves produced in a microwave oven have frequency |
2450 Hz
2450 K Hz
2450 M Hz
2450 G Hz
|
| 13 |
A swing has |
one natural frequency
two natural frequencies
three natural frequencies
four natural frequencies
|
| 14 |
Which one of the following is an example of resonance |
swing
tuning a radio
microwave oven
all of them
|
| 15 |
Resonance occurs when one of the natural frequencies of vibration of the forced or driven harmonic oscillator |
greater than the frequency of applied force
equal to the frequency of applied force
less than the frequency of applied force
all of them
|
| 16 |
At 'resonance' the transfer of energy from deriving source to the oscillator is |
maximum
minimum
zero
none of them
|
| 17 |
In a resonance situation the amplitude of the motion may become extra ordinarily large, if |
the driving force is large
the driving force is zero
the driving force may be feeble
all of them
|
| 18 |
If the external driving force is periodic with a period compareable to the natural period of the oscillator, then we get |
diffraction
beat
interference
resonance
|
| 19 |
Associated with the motion of a driven harmonic oscillator, there is a very striking phenomenon, know as |
waves
beat
interference
resonance
|
| 20 |
The vibrations of factory floor caused by the running of heavy machinery is an example of |
free vibration
natural vibrations
forced vibrations
all of them
|
| 21 |
A physical system under going forced vibrations is known as |
Simple harmonic oscillator
Compound harmonic oscillator
Physical harmonic oscillator
driven harmonic oscillator
|
| 22 |
If a freely oscillating system is subjected to an external force, then |
free vibrations will take place
the body will move with its natural frequency
forced vibrations will take place
none of them
|
| 23 |
The natural frequency of a pendulum which is vibrating freely, depends upon its |
mass
length
material
all of them
|
| 24 |
The frequency of free vibrations is known as |
free frequency
forced frequency
natural frequency
un-natural frequency
|
| 25 |
A body is executing free vibrations when it oscilates |
with the interference of an external force
without the interference of an external force
with the interference of an internal force
none of them
|
| 26 |
If a simple pendulum is shifted from karachi to K-2 cliff, its time period |
remains the same
decreases
increases
none of them
|
| 27 |
The time period of pendulums of different lengths would be |
same
different
both of them
none of them
|
| 28 |
A second's pendulum is a pendulum whose time period is |
1 second
2 seconds
3 seconds
4 seconds
|
| 29 |
If the mass of the simple pendulum becomes double, its time period |
increase
decreases
remains constant
none of them
|
| 30 |
If we increase the length of a simple pendulum four times, its time period will become |
2 times
3 times
4 times
6 times
|
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