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1- Run Matlab Program. 2- Open the Edit window for new file 3- Write the following Matlab code: a=input('Type in the first sequence x{n)='); b=input('Type in the second sequence h(n)='); c=conv(a,b); M=length(c)-1; n=0:1:M; disp('output sequence=');disp(c) stem(n,c); xlabel('Time index n');ylabel('Amplitude'); 4- Save the program in the "bin" directory

1- Run Matlab Program. 2- Open the Edit window for new file 3- Write the following Matlab code: a=input('Type in the first sequence x{n)='); b=input('Type in the second sequence h(n)='); c=conv(a,b); M=length(c)-1; n=0:1:M; disp('output sequence=');disp(c) stem(n,c); xlabel('Time index n');ylabel('Amplitude'); 4- Save the program in the "bin" directory

Computer Networking: A Top-Down Approach (7th Edition)
Computer Networking: A Top-Down Approach (7th Edition)
7th Edition
ISBN:9780133594140
Author:James Kurose, Keith Ross
Publisher:James Kurose, Keith Ross
Chapter1: Computer Networks And The Internet
Section: Chapter Questions
Problem R1RQ: What is the difference between a host and an end system? List several different types of end...
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1- Run Matlab Program. 2- Open the Edit window for new file 3- Write the following Matlab code: a=input('Type in the first sequence x(n)='); b=input('Type in the second sequence h(n)='); c=conv(a,b); M=length(c)-1%; n=0:1:M; disp('output sequence=');disp(c) stem(n,c); xlabel('Time index n');ylabel('Amplitude'); 4- Save the program in the "bin" directory 5- Run the program 6- Take x(n) = [1,1, –3,2,0, -2] and h(n) = [5,0, –4,0,7] 7- Get the output of the convolution, c. 8- Draw c. 9- Take x(n) = [1,0, –3] and h(n) = [1,6,1,4,1, -6]. 10- Get the output of the convolution, c. 11- Draw c. 12- Compare the lengths of the obtained output at steps 7 and 10 with their expected theoretical ones.
Transcribed Image Text:1- Run Matlab Program. 2- Open the Edit window for new file 3- Write the following Matlab code: a=input('Type in the first sequence x(n)='); b=input('Type in the second sequence h(n)='); c=conv(a,b); M=length(c)-1%; n=0:1:M; disp('output sequence=');disp(c) stem(n,c); xlabel('Time index n');ylabel('Amplitude'); 4- Save the program in the "bin" directory 5- Run the program 6- Take x(n) = [1,1, –3,2,0, -2] and h(n) = [5,0, –4,0,7] 7- Get the output of the convolution, c. 8- Draw c. 9- Take x(n) = [1,0, –3] and h(n) = [1,6,1,4,1, -6]. 10- Get the output of the convolution, c. 11- Draw c. 12- Compare the lengths of the obtained output at steps 7 and 10 with their expected theoretical ones.
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