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The transfer function of a real system, H(s), is given as :
 
where A, B, C and D are positive constants. This system cannot operate as 
  • a)
    low pass filter.
  • b)
    high pass filter.
  • c)
    band pass filter.
  • d)
    an integrator.
Correct answer is option 'B'. Can you explain this answer?
Verified Answer
The transfer function of a real system, H(s), is given as :where A, B,...
At low = freq. (s = 0)
H(0) = B/D
  At high - freq. (s = ∞)
H(∞) = 0
Since, H(∞) should be non-zero for HPF. So, the above system cannot be operated as HPF because for high pass filter should pass high-frequency component i.e H(∞) should be non-zero.
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Most Upvoted Answer
The transfer function of a real system, H(s), is given as :where A, B,...
At low = freq. (s = 0)
H(0) = B/D
  At high - freq. (s = ∞)
H(∞) = 0
Since, H(∞) should be non-zero for HPF. So, the above system cannot be operated as HPF because for high pass filter should pass high-frequency component i.e H(∞) should be non-zero.
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The transfer function of a real system, H(s), is given as :where A, B, C and D are positive constants. This system cannot operate asa)low pass filter.b)high pass filter.c)band pass filter.d)an integrator.Correct answer is option 'B'. Can you explain this answer?
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