Physics ECAT Pre Engineering MCQ's Test For Full Book With Answers

Physics ECAT Pre Engineering MCQ's Test For Full Book

Sr. # Questions Answers Choice
1 If we increase the length of a simple pendulum four times, its time period will become 2 times 3 times 4 times 6 times
2 Energy is dissipated and consequently the energy mass system do not oscillate indefinitely because of very small energy very large energy frictional forces acceleration due to gravity
3 The total energy of spring mass system is zero changing with time constant none of them
4 When the bob of simple pendulum is at mean position, its K.E will be maximum minimum zero all of them
5 When the bob of simple pendulum is at extreme position, its K.E. will be maximum minimum zero all of them
6 When a mass 'm' is pulled slowly through a distance 'xo' , the elastic potential energy of the spring would be P.E=Kx<sup>2</sup><sub>o</sub> P.E= 1/2kx<sub>o</sub> P.E=1/2Kx<sup>2</sup><sub>o</sub> P.E=Kx<sup>2</sup><sub>o</sub>
7 When a mass 'm' is pulled slowly, the spring stretches by an amount xo, then the work done will be W=Kx<sub>o</sub> W=1/2Kx<sub>o</sub> W=1/2Kx<sup>2</sup><sub>o</sub> W=4Kx<sub>o</sub>
8 When a mass 'm' is pulled slowly, the spring stretches by an amount x0,then the average force would be F= Kx<sub>0</sub> F=1/2Kx<sub>0</sub> F=2Kx<sub>0</sub> F=4Kx<sub>0</sub>
9 If the time period a simple pendulum is 2 s, its frequency would be 2 Hz 1.5 Hz 1.0 Hz 0.5 Hz
10 If the length of a simple pendulum is 0.25 m its time period would be 1.0 s 2.0 s 3.0 s 4.0 s
11 Time period of simple pendulum is independent of length mass acceleration due to gravity none of them
12 Time period of a simple pendulum depends upon the length of the pendulum acceleration due to gravity none of them both of them
13 If the length of second pendulum becomes four times then its time period will become Four time Two times Six times Eight times
14 The weight 'mg' of the bob is resolved into one component two components three components four components
15 The bob of a simple pendulum is suspended by string heavy inextensible string light extensible string light inextensible string
16 A simple pendulum consists of a small light bob small heavy bob big light bob big heavy bob
17 Acceleration of the mass at any instant is given by a=k/m x a= - m/k x a = - k/m x a=m/k x
18 The phase determines the displacement amplitude frequency state of motion of vibrating body
19 The characteristic of a body executing S.H.M is that its acceleration is inversely proportional to displacement directly proportional to displacement independent of displacement equal to zero
20 The instantaneous velocity of a body moving along a circle is directed along the radius along the tangent away from the circle none of them
21 When half of the cycle of a body executing S.H.M is completed, then the phase of the vibration will be 45<span style="color: rgb(84, 84, 84); font-family: arial, sans-serif; font-size: small;">°</span> 90<span style="color: rgb(84, 84, 84); font-family: arial, sans-serif; font-size: small;">°</span> 135<span style="color: rgb(84, 84, 84); font-family: arial, sans-serif; font-size: small;">°</span> 180<span style="color: rgb(84, 84, 84); font-family: arial, sans-serif; font-size: small;">°</span>
22 Angular frequency 'w' is basically a characteristics of linear motion circular motion both of them none of them
23 The expression for restoring force is F=ma F=kx F= -kx Kx=ma
24 If F=0.04 N and X=4 cm then K= 1 Nm<sup>-1</sup> 2 Nm<sup>-1</sup> 3 Nm<sup>-1</sup> 4 Nm<sup>-1</sup>
25 The expression of Hook's law is F=ma F=kx F= -kx -kx=ma
26 SI unit of frequency is second hertz revolution vibrations/sec
27 Si units of time period is second hertz revolution vibration/sec
28 An object undergoes S.H.M has maximum acceleration when its displacement form the means position maximum zero half of the maximum value one third of the maximum value
29 An object undergoes S.H.M has maximum speed when its displacement from the mean position is maximum zero half of the maximum value one third of the maximum value
30 The wave form of S.H.M will be square wave sine wave rectified wave saw-tooth wave
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