The transfer function of a first-order low-pass filter (such as that realized by an RC circuit) can be expressed as T(s)=ω0 /(s ω0), where ω3 is the 3-dB frequency of the filter. Give in table form the values of |T|, ϕ, G, and A at ω=0,0.5 ω0, ω0, 2 ω0 5 ω0, 10 ω0 and 100 ω0. | Numerade

A first-order low-pass analog filter has a transfer function H(s) = 1/(s 1). (a) If for this filter, the input is x(t) and the output is y(t), what is the ordinary differential equation representing this filter? (b) Suppose that we change this filter into a discrete filter using the bilinear transformation. Obtain the transfer function H(z). If for the discrete filter, the input is x[n] and the output is y[n], obtain the difference equation representing the discrete filter. (c) Suppose x(t) =

A first order low pass filter has a pass band gain of 10 and a ... | Filo