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Highlights from
Fundamentals of Signals and Systems Using the Web and MATLAB

  • contfft(x,T);
  • dft(x) % Discrete Fourier Transform
  • hybrid(Np,Dp,Nd,Dd,T,t,U);
  • idft(Xn) % Inverse Discrete Fourier Transform
  • recur(a,b,n,x,x0,y0);
  • xlabelg(string)
  • ex10_16.m
  • ex10_17.m
  • ex10_18.m
  • ex10_20.m
  • ex10_22.m
  • ex10_25.m
  • ex11_1.m
  • ex11_10.m
  • ex11_11.m
  • ex11_12.m
  • ex11_2.m
  • ex11_3.m
  • ex11_4.m
  • ex11_5.m
  • ex11_6.m
  • ex11_7.m
  • ex11_8.m
  • ex11_9.m
  • ex12_5.m
  • ex12_7.m
  • ex12_8.m
  • ex12_9.m
  • ex2_10.m
  • ex2_3.m
  • ex2_5.m
  • ex2_6.m
  • ex2_7.m
  • ex3_10.m
  • ex3_4.m
  • ex3_5.m
  • ex4_1.m
  • ex4_14.m
  • ex4_2.m
  • ex4_4.m
  • ex4_6.m
  • ex5_1.m
  • ex5_2.m
  • ex5_3.m
  • ex5_4.m
  • ex6_10.m
  • ex6_11.m
  • ex6_12.m
  • ex6_14.m
  • ex6_15.m
  • ex6_2.m
  • ex6_5.m
  • ex6_8.m
  • ex6_9.m
  • ex7_16.m
  • ex7_17.m
  • ex7_20.m
  • ex7_24.m
  • ex7_25.m
  • ex7_34.m
  • ex8_10.m
  • ex8_11.m
  • ex8_12.m
  • ex8_13.m
  • ex8_14.m
  • ex8_15.m
  • ex8_16.m
  • ex8_18.m
  • ex8_19.m
  • ex8_20.m
  • ex8_22.m
  • ex8_23.m
  • ex8_24.m
  • ex8_25.m
  • ex8_7.m
  • ex8_8.m
  • ex8_9.m
  • ex9_10.m
  • ex9_11.m
  • ex9_12.m
  • ex9_2.m
  • ex9_3.m
  • ex9_4.m
  • ex9_5.m
  • ex9_7.m
  • ex9_8.m
  • ex9_9.m
  • fig11_13.m
  • fig11_14.m
  • fig11_20.m
  • fig11_21.m
  • fig11_4.m
  • fig1_13.m
  • fig1_15.m
  • fig1_17.m
  • fig1_21.m
  • fig1_29.m
  • fig4_12.m
  • fig4_4.m
  • fig4_6.m
  • fig5_3.m
  • fig6_2.m
  • fig6_5.m
  • fig8_18.m
  • fig8_20.m
  • fig8_22.m
  • fig8_25.m
  • fig8_26.m
  • fig8_29.m
  • fig8_30.m
  • fig8_36.m
  • fig8_38.m
  • fig8_39.m
  • View all files
from Fundamentals of Signals and Systems Using the Web and MATLAB by Bonnie Heck
Companion Software

ex6_9.m 
% Example 6.9
%
Xk = [6 -1-j 0 -1+j].';
x = idft(Xk)

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