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12. Simple Harmonic Motion
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Q8 of 111 Page 252

Consider a simple harmonic motion of time period T. Calculate the time taken for the displacement to change value from half the amplitude to the amplitude.

T/6


Since, the motion is a simple Harmonic.


Its equation will be given by the equation,



Now, for the first half journey,



we will get,



Φ = 0,


In initial phase,


∴



For second Journey, from A/2 to A,






Time taken from A/2 to


Now,


∴


=T/6.


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6

The equation of motion of a particle started at t = 0 is given by x = 5 sin (20 t + π/3), where x is in centimeter and t in second. When does the particle

(a) first come to rest


(b) first have zero acceleration


(c) first have maximum speed?


7

Consider a particle moving in simple harmonic motion according to the equation


where x is in centimeter and t in second. The motion is started at t = 0. (a) When does the particle come to rest for the first time? (b) When does the acceleration have its maximum magnitude for the first time? (c) When does the particle come to rest for the second time?


9

The pendulum of a clock is replaced by a spring-mass system with the spring having spring constant 0.1 Nm-1. What mass should be attached to the spring?

10

A block suspended from a vertical spring is in equilibrium. Show that the extension of the spring equals the length of an equivalent simple pendulum, i.e., a pendulum having frequency same as that of the block.

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12. Simple Harmonic Motion
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