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The transfer function of a linear time invariant systems is given by H(s) = 2s4–5s3+5s–2
The number of zeros in the right half of the s-plane is _____.
The number of zeros in the right half of the s-plane is _____.
Correct answer is '3'. Can you explain this answer?
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Verified Answer
The transfer function of a linear time invariant systems is given by H...
TF H(s) 
2s4 – 5s3+5s–2
RH – Criteria
2s4 – 5s3+5s–2RH – Criteria
3 Sign Changes
3 Roots (Zeros) in the RH -S-Plane.
3 Roots (Zeros) in the RH -S-Plane.
Most Upvoted Answer
The transfer function of a linear time invariant systems is given by H...
The transfer function H(s) = 2s^4 represents a linear time-invariant system. The transfer function describes the relationship between the input signal and the output signal of the system in the Laplace domain.
In this case, the transfer function is a fourth-order polynomial in s. This means that the system has four poles at the roots of the equation s^4 = 0, which are all at the origin (s = 0).
The transfer function H(s) = 2s^4 indicates that the system amplifies the input signal by a factor of 2 for each power of s. This means that the higher the power of s in the input signal, the higher the amplification of that frequency component in the output signal.
It is important to note that without additional information, such as the presence of zeros in the transfer function or the system's initial conditions, it is difficult to determine the specific behavior or characteristics of the system based solely on its transfer function.
In this case, the transfer function is a fourth-order polynomial in s. This means that the system has four poles at the roots of the equation s^4 = 0, which are all at the origin (s = 0).
The transfer function H(s) = 2s^4 indicates that the system amplifies the input signal by a factor of 2 for each power of s. This means that the higher the power of s in the input signal, the higher the amplification of that frequency component in the output signal.
It is important to note that without additional information, such as the presence of zeros in the transfer function or the system's initial conditions, it is difficult to determine the specific behavior or characteristics of the system based solely on its transfer function.
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The transfer function of a linear time invariant systems is given by H...
Since sign changes in characteristic eqn is 3 times so 3 zeroes will lie in RHP
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