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function [M,m,df]=fftseq(m,ts,df) % [M,m,df]=fftseq(m,ts,df) % [M,m,df]=fftseq(m,ts) %FFTSEQ generates M, the FFT of the sequence m. % The sequence is zero padded to meet th

function godir(fname) %GODIR Go to directory where the callee is located. % GODIR(FNAME) jumps to the directory in which m-file FNAME is located. % This is suitable for programs which saves da

function [Rx]=Rx_est(X,M) % [Rx]=Rx_est(X,M) % RX_EST estimates the autocorrelation of the sequence of random % variables given in X. Only Rx(0), Rx(1), ... , Rx(M) are computed.

function [M,m,df]=fftseq(m,ts,df) % [M,m,df]=fftseq(m,ts,df) % [M,m,df]=fftseq(m,ts) %FFTSEQ generates M, the FFT of the sequence m. % The sequence is zero padded to meet th

function [M,m,df]=fftseq(m,ts,df) % [M,m,df]=fftseq(m,ts,df) % [M,m,df]=fftseq(m,ts) %FFTSEQ Generates M, the FFT of the sequence m. % The sequence is zero padded to meet the required frequen

/*K 8 M.H LCDIcon FileDescriptor: Do not edit or move */ /* Put Your Comments Here */ #define M_BMP_ROWS 8 #define M_BMP_COLS 8 const char code lcd_m[] = { 0x00, /* ........ */ 0x7F

% P3_21.M Solve for currents I in the equation % A*I=b; (This file displays the values of A, b and I) % A=[10 -9 0;-9 20 -9;0 -9 15] b=[100 0 0]' I=A\b % % Improve the M-file by adding text

% M-file (EX1_5.M) to evaluate the function % y= a*exp(-1.2t) - 3.0*exp(-2t) % INPUT: Coefficient a and time t % OUTPUT: y(t) displayed fprintf('Compute y= a*exp(-1.2*t) - 3.0*exp(-2*t) \n')

% EX1_6.M Display a table with Heading test=[1 2.5 30 2 10.0 55 3 21.0 78 4 45 100 5 90 120]; disp(' Acceleration Tests ') disp(' Gear Time(s) Final Spe

function bin_state = bin_state( int_state, m ) % converts an vector of integer into a matrix; the i-th row is the binary % form % of m bits for the i-th integer for j = 1:length( int_state )