Giving that the input to the shown system is f(t) = sin(wt) and the output is the displacement y(t), determine Y(s). Hint: Start by getting the transfer function Y(s)/F(s). %3D

Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
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alfa O O
A a "l| 55% 0 11:38 PM
Giving that the input to the shown
system is f(t) = sin(wt) and the
output is the displacement y(t),
determine Y(s). Hint: Start by getting
the transfer function Y(s)/F(s).
2k
k
+ Y(t)
- ft)
m
frictionless
surface
b
Select one:
а.
Y(s) =
(3ms2 + 3bs + 2k)(s² + w²)
b.
Y(s) =
(mks² + bs + 3k)(s² + w²)
С.
Y(s) =
(ms² + bs + 3k)(s² + w²)
d.
kw
Y(s)
(2ms² + 2bs + 3k)(s² + w²)
e.
3kw
Y(s)
(ms² + bs + 3k²)(s² + w²)
Transcribed Image Text:alfa O O A a "l| 55% 0 11:38 PM Giving that the input to the shown system is f(t) = sin(wt) and the output is the displacement y(t), determine Y(s). Hint: Start by getting the transfer function Y(s)/F(s). 2k k + Y(t) - ft) m frictionless surface b Select one: а. Y(s) = (3ms2 + 3bs + 2k)(s² + w²) b. Y(s) = (mks² + bs + 3k)(s² + w²) С. Y(s) = (ms² + bs + 3k)(s² + w²) d. kw Y(s) (2ms² + 2bs + 3k)(s² + w²) e. 3kw Y(s) (ms² + bs + 3k²)(s² + w²)
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