MATLAB: $\tt freqz$ vs $\tt bode$ I started studying DSP recently. In my MATLAB assignments, I am often asked to plot the frequency response of a digital filter using freqz. I know there's another function for plotting a frequency response, bode.

In my last assignment, I was asked to design a notch filter for $60\textrm{ Hz}$ with a sampling frequency of $200\textrm{ Hz}$. After doing so, I plotted the frequency response using freqz, which gave me the expected result - the notch was on $60\textrm{ Hz}$:



However, when I plot the frequency response using bode, the frequency is off significantly:



To my understanding, both functions measure the frequency response. Why is one giving me the correct result then, when the other is not?
In fact both plots are the same. 

Your freqz plot uses a linear discrete frequency, $\omega$ axis scaled between $0$ and $1$ with units of $\pi$ rad per sample. For 200 Hz sampling frequency, a 60 Hz notch would be shown at $w_c = 0.6 \pi$ rads, which is put at 0.6.

The bode plot, however, uses a logarithmic scale for the continuous-time radian frequency $\Omega$. Given that you have a $f_c=60$ Hz of notch frequency, its radian value is $\Omega_c = 2\pi \times  60 \approx 377$ radians per second.

So both plots are showing the notch at the correct place.