1
answer
0
watching
45
views
11 Apr 2020
Simple Harmonic Motion A point P moving in simple harmonic motion completes 8 cycles every second. If the amplitude of the motion is 50 cm, find an equation that describes the motion of P as a function of time. Assume that the point P is at its maximum displacement when 
Simple Harmonic Motion A point P moving in simple harmonic motion completes 8 cycles every second. If the amplitude of the motion is 50 cm, find an equation that describes the motion of P as a function of time. Assume that the point P is at its maximum displacement when
Collen VonLv2
25 May 2020
, and damping constant
, find an equation that models the displacement 
at time 
if
at time 
: 
=___________.