There is not much analysis in an active lowpass or highpass filter. If it has 1 RC then its slope is 6dB per octave, 2 RCs give 12dB per octave, 3 RCs give 18db per octave etc. Google Images has graphs of their responses.
A bandpass filter is more sifficult due to its variable Q. It could have a very narrow peak and it could have steep slopes or gradual slopes.
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I think, it`s not that simple.
Active filter design is one of the most challenging task in analog electronics.
And - of course also for lowpass and highpass flters various different Q values have to be considered (not only for band pass filters)
In case you need filter circuits for a degree n>1 you have the choice between
* several approximations (Butterworth, Bessel, Chebyshev, Cauer,...) and
* two basic design strategies (cascade design or direct design based on passive RLC structures - using active component simulation), and
* a few different topologies - depnding on the active device you have selected (opamp, OTA, GIC, transistor).
It is a very challenging task to compute the various parts values for the selected circuit design - and that is the reason for the existence of filter design software.