Q10. Find component values to make the transfer function frequency independent The filter given below has the transfer function T(s)= v_{out}(s)/v_{in}(s) where s is the Laplace variable. If C_1 \neq C_2 , and R_1 \neq R_2 , given C_1 , R_1 , find C_2 , and R_2 , if gain is frequency independent and equal to -G where G is a real positive number.

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Q10. Find component values to make the transfer function frequency independent T...

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Q10. Find component values to make the transfer function frequency independent

The filter given below has the transfer function $T(s)= v_{out}(s)/v_{in}(s)$ T(s)= v_{out}(s)/v_{in}(s) where s is the Laplace variable. If $C_1 \neq C_2$ C_1 \neq C_2, and $R_1 \neq R_2$ R_1 \neq R_2, given C_1, R_1, find C_2, and R_2, if gain is frequency independent and equal to -G where G is a real positive number.