Question #10: The transfer function of a system is given by the following expression: TF (W) = 5jw-w² 2jw+5 (a) Using the phasor analysis, find the output for the above system for an input In(t) = 5cos(5t-30). Where the frequency is given in rad/sec and the phase in degrees. (b) Find the amount of phase shift introduced by this transfer function between input and the output.
Question #10: The transfer function of a system is given by the following expression: TF (W) = 5jw-w² 2jw+5 (a) Using the phasor analysis, find the output for the above system for an input In(t) = 5cos(5t-30). Where the frequency is given in rad/sec and the phase in degrees. (b) Find the amount of phase shift introduced by this transfer function between input and the output.
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Author:Robert L. Boylestad
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![**Question #10:** The transfer function of a system is given by the following expression:
\[ TF(\omega) = \frac{5j\omega - \omega^2}{2j\omega + 5} \]
(a) **Using the phasor analysis**, find the output for the above system for an input \( In(t) = 5\cos(5t-30) \). Where the frequency is given in rad/sec and the phase in degrees.
(b) Find the amount of phase shift introduced by this transfer function between the input and the output.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fe4498e0d-5915-421f-a7a7-3ad8a56e2358%2F09292aea-0a0b-4adf-b3ca-88f9d72444fd%2Fpqqjhke_processed.jpeg&w=3840&q=75)
Transcribed Image Text:**Question #10:** The transfer function of a system is given by the following expression:
\[ TF(\omega) = \frac{5j\omega - \omega^2}{2j\omega + 5} \]
(a) **Using the phasor analysis**, find the output for the above system for an input \( In(t) = 5\cos(5t-30) \). Where the frequency is given in rad/sec and the phase in degrees.
(b) Find the amount of phase shift introduced by this transfer function between the input and the output.
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