Chap.7 Osillation MCQs with Solution
Osscilation
1)
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The
S.I units of spring constant are: a) 𝑚−1 b) 𝑁𝑚−1 c) 𝑁𝑚−2 d) 𝑁𝑚2 |
B |
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2)
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If
𝐹 = 0.08 𝑁 and 𝑥 = 4 𝑐𝑚
then 𝑘 =: a) 6 𝑁𝑚−1 b) 4 𝑁𝑚−1 c) 8 𝑁𝑚−1 d) 2 𝑁𝑚−1 |
D |
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3)
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One
complete round trip of a vibrating
body is called a) Time period b) Frequency c) Vibration d) Amplitude |
C |
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4)
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The
time required to complete one
vibration is called a) Time period b) Frequency c) Time period d) Velocity |
A |
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5)
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The
force which opposes the applied force
producing the displacement in the spring is called a) Restoring force b) Periodic
force c) Centripetal force d) Resistive
force |
A |
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6)
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The
number of vibrations completed by a
body in one second is called a) Time period b) Frequency c) Total vibrations d) Displacement |
B |
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7)
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Simple
harmonic motion is a type of: a) Rotational motion b) Circular motion c) Musical arrangement d) Vibratory motion |
D |
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8)
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In
SHM, the restoring force is directly
proportional to a) Velocity b) Acceleration c) Displacement d) Time period |
C |
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9)
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The
expression for instantaneous
displacement of particle executing SHM is: a) 𝑎 = −𝜔2 𝑥 b) 𝑥 = 𝑥0 sin 𝜔𝑡 c) 𝐹 = 𝑘𝑥 d) All of above |
B |
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10) |
Acceleration
of a projection on the diameter for
a particle moving along a circle is: a) w2x b) wx2 c) –w2x d) –wx2 |
C |
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11) |
In
equation of SHM, 𝑎 = −𝜔2 𝑥,
the negative sign indicates the direction
of motion of particle a) Away from mean position b) Perpendicular to mean position c) Towards mean position d) None of above |
C |
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12) |
If
f is the frequency of a body executing
SHM, its angular frequency 𝜔 is: a) 4𝜋𝑓 b) 3𝜋𝑓 c) 2𝜋𝑓 d) None of these |
C |
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13) |
The
distance of vibrating body at any
instant from its equilibrium position is called a) Displacement b) Frequency c) Amplitude d) Time period |
A |
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14) |
SI
unit of frequency is: a) Radian b) 𝑚𝑠 −1 c) Hertz d) Meter |
C |
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15) |
The
product of time period and frequency
is: a) Zero b) 1 c) 𝜋 d) None of these |
B |
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16) |
The
phase angle 𝜃 = 𝜔𝑡 of the body performing SHM indicates: a) Only direction of motion b) Only magnitude of displacement c) Both magnitude of displacement and direction of motion d) None of these |
C |
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17) |
In
SHM, the velocity of the particle is
maximum at: a) Mean position b) Extreme position c) In between mean and extreme position d) None |
A |
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18) |
Angular
velocity of vibrating body attached
with horizontal mass spring system
is given by: b) w= c) w= |
C |
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19) |
For
a body executing S.H.M, its a) Momentum remains constant b) Potential energy remains constant c) Kinetic energy remains constant d) Total energy remains constant |
D |
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20) |
If
the displacement of a body executing
S.H.M is plotted against time, then the curve is known a) Frequency of S.H.M b) Period of S.H.M c) Wave form d) None of them |
C |
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21) |
The
waveform of simple harmonic motion
is: a) Sine wave b) Square wave c) Pulsed wave d) None of
these |
A |
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22) |
Frequency
of the second pendulum is: a) 2.5 Hz b) 0.5 Hz c) 1.5 Hz d) 2 Hz |
B |
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23) |
The
time period of a second pendulum is- a) 4 seconds b) 3 seconds c) 2 seconds d) 6 seconds |
C |
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24) |
The
length of second pendulum is. a) 100 cm b) 99 cm c) 99.2 cm d) 98 cm |
C |
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25) |
The
restoring force acting on simple
pendulum is given by. a) mg sin θ b) – mg sin θ c) mg
cos θ d) – mg cos θ |
B |
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26) |
An
object undergoes S.H.M has maximum
speed when its displacement from the
mean position is a) Maximum speed b) Zero c) Half of the maximum value d) One third of the maximum value |
C |
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27) |
An
object undergoes S.H.M has maximum
acceleration when its displacement form the mean position is a) Maximum b) Zero c) Half of the maximum value d) One third of the maximum value |
B |
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28) |
In
simple harmonic motion: a) P.E remains constant b) K.E remain constant c) Total energy remain constant d) Total momentum remain constant |
C |
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29) |
An
object undergoes S.H.M has maximum
acceleration when its displacement form the mean position is a) Maximum b) Zero c) Half of the maximum value d) One third of the maximum value |
B |
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30) |
The
motion of simple pendulum is SHM only if: a) Amplitude is large b) Mass is small c) Amplitude is small d) Length is small |
A |
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31) |
In
S.H.M, the velocity of a particle is
maximum at: a) Mean position b) Extreme position c) Middle between mean and extreme position on the right side d) Middle between mean and extreme position on the left side |
C |
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