Don't know if this has been posted before but here's an example of using the DSO noise floor to show how the built-in FIR filters behave.
We created a Low Pass Filter at 5KHz with F1(Orange) using CH1 noise as the input signal, then another Band Reject Filter F3(Blue) with a 10kHz to 20kHz Band Reject (Notch) also using CH1 noise as the input.
F2(Red) is the FFT of the LPF signal from F1, and F4 (Green) is the FFT of the BRF F3.
Both FFTs have the same parameters, 1kHz-100kHz decade, -60dBm Ref, 20 dB/Div, 200kSa/s, Flat-Top, 65,536pts (64k), 3Hz ∆F and 11Hz RBW.
And another with the Band Reject Filter changed to a Band Pass Filter with same Lower and Upper frequencies.
Edit: We've added another plot showing a swept 12kHz to 18kHz -80dBm signal to CH1 and the LPF and BPF results by way of the FFTs. Note the DSO sweep time changed to 10ms/div and FFTs lengths to 16, 384 pts, these were changed as shown to reduce acquisition and FFT processing time, however the filters were unchanged. The last plots show the results with the input swept from 2kHz to 4kHz and 2kHz to 15KHz respectively. Should note these were achieved using the FFT Max-Hold Mode rather than the usual Normal or Average Modes.
Best