If H(s)= ( frac{1}{s^2+s+1} ) represent the transfer function of a low pass filter (not Butterworth) with a pass band of 1 rad/sec, then what is the system function of a band pass filter with a pass band of 10 rad/sec and a center frequency of 100 rad/sec?

( frac{s^2}{s^4+10s^3+20100s^2+10^5 s+1} )

( frac{100s^2}{s^4+10s^3+20100s^2+10^5 s+1} )

( frac{s^2}{s^4+10s^3+20100s^2+10^5 s+10^8} )

( frac{100s^2}{s^4+10s^3+20100s^2+10^5 s+10^8} )

If H(s)= ( frac{1}{s^2+s+1} ) represent the transfer function of a low

1.	If H(s)= ( frac{1}{s^2+s+1} ) represent the transfer function of a low pass filter (not Butterworth) with a pass band of 1 rad/sec, then what is the system function of a band pass filter with a pass band of 10 rad/sec and a center frequency of 100 rad/sec?
A.	( frac{s^2}{s^4+10s^3+20100s^2+10^5 s+1} )
B.	( frac{100s^2}{s^4+10s^3+20100s^2+10^5 s+1} )
C.	( frac{s^2}{s^4+10s^3+20100s^2+10^5 s+10^8} )
D.	( frac{100s^2}{s^4+10s^3+20100s^2+10^5 s+10^8} )
Answer» E.

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If H(s)= ( frac{1}{s^2+s+1} ) represent the transfer function of a low pass filter (not Butterworth) with a pass band of 1 rad/sec, then what is the system function of a band pass filter with a pass band of 10 rad/sec and a center frequency of 100 rad/sec?

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