soundcard
Within a minute or so you should see a graphical interface with buttons allowing you to record sound, play it back, graph the signal, find its power spectrum, and save it. You can also print from the figure window.
ftdata1=fft(data1);
The routine 'fft' is the Fast Fourier Transform. The resulting complex coefficients are stored in 'ftdata1'. I chose that name just to make it easy to remember what those numbers are. Now to see the power spectrum use
plot(real(ftdata1.*conj(ftdata1)))
This shows the modulus squared of each Fourier coefficient. To interpret it, you have to know what the fundamental frequency is (the one called frequency '1' here). Since Fourier analysis assumes the signal is periodic, the time represented by the whole signal is the period T. The fundamental frequency is the reciprocal of this. What that is in Hz depends on the settings you used when you recorded the trace, i.e., how much total time the signal represents.