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# matlab solution manual

x4 = y1 + y2 + y3 + y4; Hf_1 = figure; set(Hf_1,’NumberTitle’,’off’,’Name’,’P0202d’);

[x33,n33] = sigmult(x31,n31,x32,n32); % multiply 2 sequences xlabel(’n’,’FontSize’,LFS); ylabel(’x_3(n)’,’FontSize’,LFS); ytick = [-25 -20:10:60 65]; From the figure, the fundamental period ofxQ 4 .n/is

Hs = stem(n3,x3,’filled’); set(Hs,’markersize’,2); print -deps2 ../CHAP2_EPSFILES/P0202b; The plots ofx 2 .n/is shown in Figure 2.10. ��o]S�o-Q��}�R��܏���d��1@3c��̂�~uN�?� �g�'���k����q�&��i�[��r���A�� Figure 2.18: Problem P2.4.2 sequence plot.

title(’Sequence x_4(n)’,’FontSize’,TFS); ntick = [n4(1):5:n4(end)]; Jessore University of Science and Technology, Numerical Methods & Statistics in Engineering (EEE 2205). % P0202a: x1(n) = uniform[0,2]

title(’Histogram of sequence x_4(n) in 100 bins’,’FontSize’,TFS);

print -deps2 ../CHAP2_EPSFILES/P0201g; The plots ofx 7 .n/is shown in Figure 2.7. title(’Sequence x_3(n)’,’FontSize’,TFS); Generate 10,000 samples.

Matlab By Luis Chaparro Solution Manual by Anna Freud Learning can be totally free downloading and free reading online in rar, word, pdf, txt, kindle, zip, as well as ppt. xlabel(’n’,’FontSize’,LFS); ylabel(’x_3(n)’,’FontSize’,LFS);

set(gca,’XTickMode’,’manual’,’XTick’,ntick); [x35,n35] = sigshift(x,n,-1); % shift x(n) by - % P0201g: x7(n) = e ^ {-0.05n}sin(0.1pin + pi/3), 0 <= n <=100. print -deps2 ../CHAP2_EPSFILES/P0202a; The plots ofx 1 .n/is shown in Figure 2.9.

>> % P0204b: x(n) = [2,4,-3,1,-5,4,7]; -3 <=n <= 3; 3 0 obj << Schedule lovers! % x3(n) = x(n + 3)x(n - 2) + x(1 - n)x(n + 1)

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xlabel(’interval’,’FontSize’,LFS);

/Length 4 0 R Generate 100,000 samples. set(gca,’YTickMode’,’manual’,’YTick’,ytick); title(’Sequence x_3(n)’,’FontSize’,TFS);

% P0201c: x3(n) = 10u(n) - 5u(n - 5) + 10u(n - 10) + 5u(n - 15).

[x36,n36] = sigmult(x34,n34,x35,n35); % multiply 2 sequences Plot 4 periods. % P0201a: x1(n) = 3delta(n + 2) + 2delta(n) - delta(n - 3) + y3 = rand(1,100000) - 0.5; y4 = rand(1,100000) - 0.5; clc; close all; n3 = [0:11]; x3 = sin(0.1pi*n3).

Figure 2.13: Problem P2.3.1 sequence plot. x1 = x1’*ones(1,5); x1 = (x1(:))’; Hf_1 = figure; set(Hf_1,’NumberTitle’,’off’,’Name’,’P0203a’);

xlabel(’n’, ’FontSize’, LFS); ylabel(’x_4(n)’,’FontSize’,LFS); print -deps2 ../CHAP2_EPSFILES/P0202d; The plots ofx 4 .n/is shown in Figure 2.12.

Hs = stem(n3,x3,’filled’); set(Hs,’markersize’,2); Figure 2.19: Problem P2.4.3 sequence plot, Digital Signal Processing Using Matlab 3rd Edition Ingle Solution Manual, Copyright © 2020 StudeerSnel B.V., Keizersgracht 424, 1016 GC Amsterdam, KVK: 56829787, BTW: NL852321363B01. Hs = stem(n4,x4,’filled’); set(Hs,’markersize’,2); Plot signal samples using thestemfunction. −200 −160 −120 −80 −40 0 40 80 120 160 200. 5 periods

set(gca,’XTickMode’,’manual’,’XTick’,n1,’FontSize’,8); set(gca,’XTickMode’,’manual’,’XTick’,ntick);

title(’Sequence x_2(n)’,’FontSize’,TFS); ntick = n2; P2.3Generate the following periodic sequences and plot their samples (using thestemfunction) over the 0 1 2 3 4 5 6 7 8 9 1011121314151617181920.

x4 = exp(0.1n4).

Figure 2.12: Problem P2.2.4 sequence plot.

clc; close all; n4 = [-25:15]; set(gca,’YTickMode’,’manual’,’YTick’,ytick); ylabel(’number of elements’,’FontSize’,LFS); n = [-3:3]; x = [2,4,-3,1,-5,4,7]; [x21,n21] = sigshift(x,n,-4); % shift by - xlabel(’interval’,’FontSize’,LFS); clc; close all; n = [-3:3]; x = [2,4,-3,1,-5,4,7]; % given sequence x(n) axis([min(n3)-1,max(n3)+1,min(x3)-1,max(x3)+2]); clc; close all; n1 = [0:100000-1]; x1 = 2*rand(1,100000); Hf_1 = figure; set(Hf_1,’NumberTitle’,’off’,’Name’,’P0202a’); print -deps2 ../CHAP2_EPSFILES/P0201f; print -deps2 ../../Latex/P0201f; The plots ofx 6 .n/is shown in Figure 2.6. % P0202b: x2(n) = gaussian{10,10}

print -deps2 ../CHAP2_EPSFILES/P0203d; The plots ofxQ 4 .n/is shown in Figure 2.16.

print -deps2 ../EPSFILES/P0201c; The plots ofx 3 .n/is shown in Figure 2.3. %P0201f: x6(n) = 2 sin(0.01pin) cos(0.5pin), -200 <= n <= 200. % P0204c: x(n) = [2,4,-3,1,-5,4,7]; -3 <=n <= 3; 5 periods indicated number of periods.

%PDF-1.2 Solution manual An Introduction to MATLAB® Programming and Numerical Methods for Engineers (Timmy Siauw & Alexandre Bayen) Solution manual An Introduction to Optimization (4th Ed., Edwin K. P. Chong, Stanislaw H 5 periods Figure 2.16: Problem P2.3.4 sequence plot. axis([min(n6)-10,max(n6)+10,min(x6)-1,max(x6)+1]); [x22,n22] = sigshift(x,n,-5); % shift by - clc; close all; n6 = [-200:200]; x6 = 2sin(0.01pin6).cos(0.5pin6); Hf_1 = figure; set(Hf_1,’NumberTitle’,’off’,’Name’,’P0201f’); Digital Signal Processing Using Matlab 3rd Edition Ingle Solution Manual University Jessore University of Science and Technology Course Numerical Methods & Statistics in …

axis([min(n3)-1,max(n3)+1,min(x3)-10,max(x3)+10]); axis([min(n2)-1,max(n2)+1,min(x2)-4,max(x2)+6]);

};�6S�5�w�+]^����D���'�`2���1s�ʘQ�����KY���`W�n?�?�������rsu_�I�k����N�'\ZO~v��'�@���#X{\��a���ؾ�|�;R&���Y)��Q axis([min(n7)-5,max(n7)+5,min(x7)-1,max(x7)+1]); ylabel(’number of elements’,’FontSize’,LFS); + 5stepseq(15,0,20); 最新のソフトウェアと同じリリースの日本語ドキュメンテーションは、随時公開されます。最新機能については、英語のドキュメンテーションを参照してください。英語版へのリンクは、各ページの上方にあります。ドキュメンテーションのリリースは、各ページの右上に表示されています。また、まだ翻訳されていない一部の最新機能を、機械翻訳による日本語ドキュメンテーションで参照できます。, 旧リリースの日本語版については、「日本語ドキュメンテーション アーカイブ」を参照してください。. xlabel(’n’,’FontSize’,LFS); ylabel(’x_1(n)’,’FontSize’,LFS); bins. set(gca,’YTickMode’,’manual’,’YTick’,ytick); xlabel(’n’,’FontSize’,LFS); ylabel(’x_1(n)’,’FontSize’,LFS); uniformly distributed overŒ0:5; 0:5. Hs = stem(n3,x3,’filled’); set(Hs,’markersize’,2);

xlabel(’interval’,’FontSize’,LFS);

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clc; close all; y1 = rand(1,100000) - 0.5; y2 = rand(1,100000) - 0.5; set(gca,’XTickMode’,’manual’,’XTick’,n3); MATLAB MANUAL AND INTRODUCTORY TUTORIALS Ivan Graham, with some revisions by Nick Britton, Mathematical Sciences, University of Bath February 9, 2005 This manual provides an introduction to MATLABwith exercises MATLAB, and what types of add-on application-specific solutions are available in MATLAB toolboxes.

x4b = [1 2 3 4]; x4b = x4b’ones(1,7); x4b = (x4b(:))’; kD 1 yk.n/where each random sequenceyk.n/is independent of others with samples

Hf_1 = figure; set(Hf_1,’NumberTitle’,’off’,’Name’,’P0204b’);

3.xQ 3 .n/Dsin.0:1n/Œu.n/u.n10/. Other MathWorks country sites are not optimized for visits from your location. Hs = stem(n7,x7,’filled’); set(Hs,’markersize’,2); title(’Histogram of sequence x_1(n) in 100 bins’,’FontSize’,TFS);

[h2,x2out] = hist(x2,100); bar(x2out,h2); title(’Sequence x_1(n)’,’FontSize’,TFS); clc; close all; n1 = [-12:12]; x1 = [-2,-1,0,1,2]; clc; close all; x3 = 10stepseq(0,0,20) - 5stepseq(5,0,20) - 10stepseq(10,0,20) ...

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