Q7. Find frequency that gives maximum gain The bandpass filter given below has the transfer function T(s) = v_{out}(s)/v_{in}(s) where s is the Laplace variable. At what frequency \omega~ ext{rad}/ ext{s} (where \omega is the Fourier variable), the gain of the filter is maximum?

Question

Q7. Find frequency that gives maximum gain The bandpass filter given below has the transfer function    T(s) = v_{out}(s)/v_{in}(s)  where   s  is the Laplace variable. At what frequency   \omega~	ext{rad}/	ext{s}  (where   \omega  is the Fourier variable), the gain of the filter is maximum?

Answer

\omega = \frac{R_1C_2}{\sqrt{R_2C_1}} ~	ext{rad}/	ext{s}

Answer

\omega = \frac{R_1C_1}{\sqrt{R_2C_2}}~ 	ext{rad}/	ext{s}

Answer

\omega = \frac{1}{\sqrt{R_1R_2C_1C_2}}~ 	ext{rad}/	ext{s}

Answer

\omega = \frac{1}{\sqrt{R_1C_2}} ~	ext{rad}/	ext{s}

Answer

\omega = \frac{1}{\sqrt{R_1C_1}} ~	ext{rad}/	ext{s}

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Q7. Find frequency that gives maximum gain The bandpass filter given below has t...

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