Question: A . 3 A bar fixed to the wall and is connected to a block of mass m and supported at the ends by two

A.3 A bar fixed to the wall and is connected to a block of mass m and supported at the ends by two springs, as shown. The block is released from equilibrium position with upward velocity 0.xms. at time t=0. If it given that; l=1m,k1=k2=ykNm,m=100(x)kg,a=1zm. Neglect the mass of the bar.
i. Drive the differential equation that describes the motion of the system.
ii. Calculate the natural frequency of the system.
iii. Calculate the natural period of vibration of the block
iv. Write the equation which describes its oscillatory motion, (t), and plot it Vs time?
 A.3 A bar fixed to the wall and is connected to

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