A 2.3-kg object is suspended using two linear springs (k1 = 45 N/m and k2 = 21 N/m), as shown below. Due to aerodynamic effects and other losses, you observe that the amplitude of the vib is halved after 5 complete cycles. If the initial mass was displaced 270 millimetres below the equilibrium position (i.e. negative initial displacement) and then released from rest, determine position of the mass after 11 seconds. Give your answer in millimetres rounded to one decimal Enter positive values if the mass is above the equilibrium position and negative values if it is be the equilibrium position. k

Elements Of Electromagnetics
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A 2.3-kg object is suspended using two linear springs (k1 = 45 N/m and k2 = 21 N/m), as shown
below. Due to aerodynamic effects and other losses, you observe that the amplitude of the vibration
is halved after 5 complete cycles. If the initial mass was displaced 270 millimetres below the
equilibrium position (i.e. negative initial displacement) and then released from rest, determine the
position of the mass after 11 seconds. Give your answer in millimetres rounded to one decimal place.
Enter positive values if the mass is above the equilibrium position and negative values if it is below
the equilibrium position.
k
k
Transcribed Image Text:A 2.3-kg object is suspended using two linear springs (k1 = 45 N/m and k2 = 21 N/m), as shown below. Due to aerodynamic effects and other losses, you observe that the amplitude of the vibration is halved after 5 complete cycles. If the initial mass was displaced 270 millimetres below the equilibrium position (i.e. negative initial displacement) and then released from rest, determine the position of the mass after 11 seconds. Give your answer in millimetres rounded to one decimal place. Enter positive values if the mass is above the equilibrium position and negative values if it is below the equilibrium position. k k
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