d²y dx + 9y = + 4x of the system defined by the equation dt2 dt a) Find the transfer function. b) Find the output y (t) of the system for x (t) = sin (3t). c) Consider the stability of the system for the given input.
d²y dx + 9y = + 4x of the system defined by the equation dt2 dt a) Find the transfer function. b) Find the output y (t) of the system for x (t) = sin (3t). c) Consider the stability of the system for the given input.
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![d²y
dx
+ 9y = + 4x of the system defined by the equation
dt2
dt
a) Find the transfer function.
b) Find the output y (t) of the system for x (t)= sin (3t).
c) Consider the stability of the system for the given input.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F0fcc2560-576f-4b87-af74-1a6478efc934%2F8f17c7b2-8260-48f5-9fcb-b5b78554822f%2Fyz3o5qf_processed.jpeg&w=3840&q=75)
Transcribed Image Text:d²y
dx
+ 9y = + 4x of the system defined by the equation
dt2
dt
a) Find the transfer function.
b) Find the output y (t) of the system for x (t)= sin (3t).
c) Consider the stability of the system for the given input.
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