1. A small ball is attached to a wall by two identical springs as shown below. lllll m (akb with 0 velocity, what is the oscillation frequency? If the ball was released at a x = xo (small displacement from equilibrium position) (b) released at x = x, with O velocity, what is x(t) in the steady state? (You do not need to solve the equation from scratch. You can find the answer based on your notes.) With a damping force F = -bv and a driving force F Fsin (wt), the ball was %3D (c) x(t)? In (b), if the ball was released at x=-x, with O velocity, what is the steady state
1. A small ball is attached to a wall by two identical springs as shown below. lllll m (akb with 0 velocity, what is the oscillation frequency? If the ball was released at a x = xo (small displacement from equilibrium position) (b) released at x = x, with O velocity, what is x(t) in the steady state? (You do not need to solve the equation from scratch. You can find the answer based on your notes.) With a damping force F = -bv and a driving force F Fsin (wt), the ball was %3D (c) x(t)? In (b), if the ball was released at x=-x, with O velocity, what is the steady state
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Transcribed Image Text:1.
A small ball is attached to a wall by two identical springs as shown below.
llll
(akb
with 0 velocity, what is the oscillation frequency?
If the ball was released at a x = xo (small displacement from equilibrium position)
(b)
released at x = x, with O velocity, what is x(t) in the steady state? (You do not need to solve
the equation from scratch. You can find the answer based on your notes.)
With a damping force F = -bv and a driving force F = F,sin (wt), the ball was
%3D
(c)
x(t)?
In (b), if the ball was released at x = -x, with O velocity, what is the steady state
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