Problems with mathlab FFS

Hello,
Im making research on humans gait and I found some troubles with matlab. I need given data in file pass through Fast fourier transformation. In given file taken column as X axe are samples of acceleration (which varies depending on movement). Frequence of device is 120Hz. In figure1 X axe is Time(s), Y axe is Acceleration(m/s^2) The main matter is how to make Spectrum of this Acceleration wave that in X axe would be Frequence and in Y axe would be Acceleration.

I inlcuded data text file named MTbeapsisukimo2:
http://www.megafileupload.com/en/file/434206/MTbeapsisukimo2-txt.html
Theres the code where I was trying to make X axe - as a frequence and Y axe as a Power:

Code ( (Unknown Language)):

1.  
2. [FONT=Courier New][SIZE=2][FONT=Courier New][SIZE=2]accX=MTbeapsisukimo2(:,9); [/SIZE][/FONT][/SIZE][/FONT][FONT=Courier New][SIZE=2][COLOR=#228b22][FONT=Courier New][SIZE=2][COLOR=#228b22][FONT=Courier New][SIZE=2][COLOR=#228b22]%X Acceleration
3. [/COLOR][/SIZE][/FONT][/COLOR][/SIZE][/FONT][/COLOR][/SIZE][/FONT][FONT=Courier New][SIZE=2][FONT=Courier New][SIZE=2]accX=single(accX); [/SIZE][/FONT][/SIZE][/FONT][FONT=Courier New][SIZE=2][COLOR=#228b22][FONT=Courier New][SIZE=2][COLOR=#228b22][FONT=Courier New][SIZE=2][COLOR=#228b22]% One Array
4.  
5. [/COLOR][/SIZE][/FONT][/COLOR][/SIZE][/FONT][/COLOR][/SIZE][/FONT][FONT=Courier New][SIZE=2][FONT=Courier New][SIZE=2]Fs=120; [/SIZE][/FONT][/SIZE][/FONT][FONT=Courier New][SIZE=2][COLOR=#228b22][FONT=Courier New][SIZE=2][COLOR=#228b22][FONT=Courier New][SIZE=2][COLOR=#228b22]% Sampling frequency
6. [/COLOR][/SIZE][/FONT][/COLOR][/SIZE][/FONT][/COLOR][/SIZE][/FONT][FONT=Courier New][SIZE=2][FONT=Courier New][SIZE=2]t=0:1/Fs:22.945; [/SIZE][/FONT][/SIZE][/FONT][FONT=Courier New][SIZE=2][COLOR=#228b22][FONT=Courier New][SIZE=2][COLOR=#228b22][FONT=Courier New][SIZE=2][COLOR=#228b22]% Time vector of 22.945 seconds
7. [/COLOR][/SIZE][/FONT][/COLOR][/SIZE][/FONT][/COLOR][/SIZE][/FONT][FONT=Courier New][SIZE=2][FONT=Courier New][SIZE=2]x=accX;
8. nfft=2754; [/SIZE][/FONT][/SIZE][/FONT][FONT=Courier New][SIZE=2][COLOR=#228b22][FONT=Courier New][SIZE=2][COLOR=#228b22][FONT=Courier New][SIZE=2][COLOR=#228b22]% Length of FFT
9. % Take fft, padding with zeros so that length(X)is equal to nfft
10. [/COLOR][/SIZE][/FONT][/COLOR][/SIZE][/FONT][/COLOR][/SIZE][/FONT][FONT=Courier New][SIZE=2][FONT=Courier New][SIZE=2]X=fft(x,nfft);
11. [/SIZE][/FONT][/SIZE][/FONT][FONT=Courier New][SIZE=2][COLOR=#228b22][FONT=Courier New][SIZE=2][COLOR=#228b22][FONT=Courier New][SIZE=2][COLOR=#228b22]% Take the magnitude of fft of x
12. [/COLOR][/SIZE][/FONT][/COLOR][/SIZE][/FONT][/COLOR][/SIZE][/FONT][FONT=Courier New][SIZE=2][FONT=Courier New][SIZE=2]mx=abs(X);
13. [/SIZE][/FONT][/SIZE][/FONT][FONT=Courier New][SIZE=2][COLOR=#228b22][FONT=Courier New][SIZE=2][COLOR=#228b22][FONT=Courier New][SIZE=2][COLOR=#228b22]% Frequency vector
14. [/COLOR][/SIZE][/FONT][/COLOR][/SIZE][/FONT][/COLOR][/SIZE][/FONT][FONT=Courier New][SIZE=2][FONT=Courier New][SIZE=2]f=(0:nfft-1)*Fs/nfft;
15. [/SIZE][/FONT][/SIZE][/FONT][FONT=Courier New][SIZE=2][COLOR=#228b22][FONT=Courier New][SIZE=2][COLOR=#228b22][FONT=Courier New][SIZE=2][COLOR=#228b22]% Generate the plot, title and labels.
16. [/COLOR][/SIZE][/FONT][/COLOR][/SIZE][/FONT][/COLOR][/SIZE][/FONT][FONT=Courier New][SIZE=2][FONT=Courier New][SIZE=2]figure(1)
17. plot(t,x)
18. title([/SIZE][/FONT][/SIZE][/FONT][FONT=Courier New][SIZE=2][COLOR=#a020f0][FONT=Courier New][SIZE=2][COLOR=#a020f0][FONT=Courier New][SIZE=2][COLOR=#a020f0]'Acceleration Wave Signal'[/COLOR][/SIZE][/FONT][/COLOR][/SIZE][/FONT][/COLOR][/SIZE][/FONT][FONT=Courier New][SIZE=2][FONT=Courier New][SIZE=2]);
19. xlabel([/SIZE][/FONT][/SIZE][/FONT][FONT=Courier New][SIZE=2][COLOR=#a020f0][FONT=Courier New][SIZE=2][COLOR=#a020f0][FONT=Courier New][SIZE=2][COLOR=#a020f0]'Time (s)'[/COLOR][/SIZE][/FONT][/COLOR][/SIZE][/FONT][/COLOR][/SIZE][/FONT][FONT=Courier New][SIZE=2][FONT=Courier New][SIZE=2]);
20. ylabel([/SIZE][/FONT][/SIZE][/FONT][FONT=Courier New][SIZE=2][COLOR=#a020f0][FONT=Courier New][SIZE=2][COLOR=#a020f0][FONT=Courier New][SIZE=2][COLOR=#a020f0]'Acceleration'[/COLOR][/SIZE][/FONT][/COLOR][/SIZE][/FONT][/COLOR][/SIZE][/FONT][FONT=Courier New][SIZE=2][FONT=Courier New][SIZE=2]);
21. figure(2)
22. plot(f,mx)
23. title([/SIZE][/FONT][/SIZE][/FONT][FONT=Courier New][SIZE=2][COLOR=#a020f0][FONT=Courier New][SIZE=2][COLOR=#a020f0][FONT=Courier New][SIZE=2][COLOR=#a020f0]'Power Spectrum of a Acceleration Wave'[/COLOR][/SIZE][/FONT][/COLOR][/SIZE][/FONT][/COLOR][/SIZE][/FONT][FONT=Courier New][SIZE=2][FONT=Courier New][SIZE=2]);
24. xlabel([/SIZE][/FONT][/SIZE][/FONT][FONT=Courier New][SIZE=2][COLOR=#a020f0][FONT=Courier New][SIZE=2][COLOR=#a020f0][FONT=Courier New][SIZE=2][COLOR=#a020f0]'Frequency (Hz)'[/COLOR][/SIZE][/FONT][/COLOR][/SIZE][/FONT][/COLOR][/SIZE][/FONT][FONT=Courier New][SIZE=2][FONT=Courier New][SIZE=2]);
25. ylabel([/SIZE][/FONT][/SIZE][/FONT][FONT=Courier New][SIZE=2][COLOR=#a020f0][FONT=Courier New][SIZE=2][COLOR=#a020f0][FONT=Courier New][SIZE=2][COLOR=#a020f0]'Power'[/COLOR][/SIZE][/FONT][/COLOR][/SIZE][/FONT][/COLOR][/SIZE][/FONT][FONT=Courier New][SIZE=2][FONT=Courier New][SIZE=2]);[/SIZE][/FONT][/SIZE][/FONT]
26. [FONT=Courier New][SIZE=2][FONT=Courier New][SIZE=2][/SIZE][/FONT][/SIZE][/FONT]
27.  

I would be very thankfull for any consultation