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Class 11 Physics
Oscillations
Quiz 1
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damped oscilation the directions of the restoring force and the resistive force
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are the same
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are opposite
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may be same or opposite
0%
have no relation with each other
Explanation
may be same or opposite
The displacement y of a particle executing periodic motion is given by y = 4 cos² (t/2) sin (1000t). This expression may be considered to be a result of superposition of the following number of harmonic motions.
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two
0%
three
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four
0%
five
Explanation
three
Spring is pulled down by 2 cm. What is amplitude of motion?
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0 cm
0%
6 cm
0%
2 cm
0%
cm
Explanation
2 cm
One of the two clocks on the earth is controlled by a pendulum and other by a spring. If both the clocks are taken to the moon, then which clock will have the same time - period of the earth?
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spring clock
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pendulum clock
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both
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none
Explanation
spring clock
When a particle performing uniform circular motion of radius 10 cm undergoes the SHM, what will be its amplitude?
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10 cm
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5 cm
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2.5 cm
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20 cm
Explanation
10 cm
For a magnet of time period T magnetic moment is M, if the magnetic moment becomes one fourth of the initial value, then the time period of oscillation becomes.
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Half of initial value
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One fourth of initial value
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Double of initial value
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Four time initial value
Explanation
Double of initial value
Time period of simple pendulum of length l and a place where acceleration due to gravity is g is T. what is the period of a simple pendulum of the same length at a place where the acceleration due to gravity is 1.029 is,
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T
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1.02 T
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0.99 T
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1.01 T
Explanation
0.99 T
In the case of forced oscillations, which of the following statements is not true?
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frequency equals that of external periodic force
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amplitude depends upon the damping coefficient
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amplitude tends to infinity at resonance
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higher the damping coefficient, lower is the amplitude at resonance
Explanation
amplitude tends to infinity at resonance
The motion of a particle executing simple harmonic motion is given by X = 0.01 sin 100p (t + 0.05), where X is in metres ant t in second. The time period in second is
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0.001
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0.02
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0.1
0%
0.2
Explanation
0.02
In damped oscilation, the angular frequency of the oscillator
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keeps on decreasing
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keeps on increasing
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emains the same
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fluctuates
Explanation
emains the same
The acceleration of particle executing S.H.M. when it is at mean position is
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Infinite
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Varies
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Maximum
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Zero
Explanation
Zero
In SHM, graph of which of the following is a straight line?
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T.E. against displacement
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P.E. against displacement
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Acceleration against time
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Velocity against displacement
Explanation
T.E. against displacement
The period of thin magnet is 4 sec. if it is divided into two equal halves then the time period of each part will be
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4 sec
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1 sec
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2 sec
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8 sec
Explanation
2 sec
If the length of seconds pendulum is increased by 2%, how may seconds it will lose per day?
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3427 sec
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3727 sec
0%
3927 sec
0%
864 sec
Explanation
864 sec
Length of a simple pendulum executing simple harmonic motion is increased by 21%. The percentage increase in the time - period of the pendulum of increased length is
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10%
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1%
0%
21%
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42%
Explanation
10%
If a simple harmonic oscillator has got a displacement of 0.02 m and acceleration equal to 2.0 ms
-2
at any time, the angular frequency of the oscillator is equal to
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10 rad s
-1
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1 rad s
-1
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100 rad s
-1
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1 rad s
-1
Explanation
10 rad s
-1
The bob of a simple pendulum is a spherical hollow ball filled with water. A plugged hall near the bottom of the oscillating bob gets suddenly unplugged. During observation, till water is coming out, the time -period of the oscillation would
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first decrease and then increase to the original value
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first increase and then decrease to the original value
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increase towards a saturation value
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remain unchanged
Explanation
first increase and then decrease to the original value
The maximum velocity for particle in SHM is 0.16 m/s and maximum acceleration is 0.64 m/s
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. The amplitude is
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4 × 10
-2
m
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4 × 10
-1
m
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4 × 10 m
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4 × 100 m
Explanation
4 × 10
-2
m
The period of a simple harmonic oscillator is 2 sec. The ratio of its maximum velocity and maximum acceleration is
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∏
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1/∏
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2∏
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4
Explanation
1/∏
If a hole is bored along the diameter of the earth and a stone is dropped into the hole
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The stone reaches the centre of the earth and stops there
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The stone reaches the other side of the earth and stops there
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The stone executes simple harmonic motion about the centre of the earth
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The stone reaches the other side of the earth and escapes into space
Explanation
The stone executes simple harmonic motion about the centre of the earth
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