Using the matlab, design low$-$pass filters with less than $1$db passband ripple and $50$db attenuation in the stopband

Limitations: passband must end at $100$khz$,$ stopband must start at $150$khz$.$ Butterworth must be of type chebyshev $1$ and chebyshev $2.$

They are required draw the following for each filterspecify the degrees required for each type of filter, indicating the location of poles and zeros in the complex plane

Draw gain and phase bode diagrams

Draw the time domain response for $90$khz square wave.

Draw the gain and phase diagrams of the filters you designed using SPICE Netlist. When making circuit simulations in SPICE, it is sufficient to use a filter circuit whose $4$th order pass band ends at $100$khz and the stop band starts at $150$khz$.$