10 t = 0:.01:40*pi; 11 12 f = [e.^cos (t) - (2*cos (4*t))- ((sin (t/12)).^5)]; 13 Qfor s=0.1 14 E 15 E for x0=1 for y0=1 x= x0+s.*f.*sin(t); y= y0+s.*f.*cos (t); 17 18 Fend 19 Fend 20 Lend 21 plot(x,y,'m-') 22 hold on 23 24 Qfor s=0.2 25 E for x0=3 26 E for y0=3 27 x=x0+s.*f.*sin(t); 28 y=y0+s.*f.*cos (t); 29 end 30 end 31 end 32 plot (x,y,'b-') 33 670O
10 t = 0:.01:40*pi; 11 12 f = [e.^cos (t) - (2*cos (4*t))- ((sin (t/12)).^5)]; 13 Qfor s=0.1 14 E 15 E for x0=1 for y0=1 x= x0+s.*f.*sin(t); y= y0+s.*f.*cos (t); 17 18 Fend 19 Fend 20 Lend 21 plot(x,y,'m-') 22 hold on 23 24 Qfor s=0.2 25 E for x0=3 26 E for y0=3 27 x=x0+s.*f.*sin(t); 28 y=y0+s.*f.*cos (t); 29 end 30 end 31 end 32 plot (x,y,'b-') 33 670O
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...
Related questions
Question
Can you change the code a little but the code must work the same
and then can you add commend to each line
![10
t = 0:.01:40*pi;
11
12 f = [e.^cos (t) - (2*cos (4*t))- ((sin(t/12)).^5)];
13 Efor s=0.1
14 E
15 E
for x0=1
for y0=1
x= x0+s.*f.*sin(t);
y= y0+s.*f.*cos (t);
16
17
18 Fend
19 Fend
20 Lend
21 plot (x, y, 'm-')
22 hold on
23
24 Qfor s=0.2
25 E for x0=3
for y0=3
x=x0+s. *f.*sin (t);
y=y0+s.*f.*cos (t);
27
28
29
end
30
end
31
end
32 plot (x, y, 'b-')
33
34
N N N NNM3](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F2e92e67a-6e27-4821-b1e1-cac8608ca9d2%2F91981a7d-be69-4bc3-b9c7-c2d879bfa8a8%2Ft11w42_processed.png&w=3840&q=75)
Transcribed Image Text:10
t = 0:.01:40*pi;
11
12 f = [e.^cos (t) - (2*cos (4*t))- ((sin(t/12)).^5)];
13 Efor s=0.1
14 E
15 E
for x0=1
for y0=1
x= x0+s.*f.*sin(t);
y= y0+s.*f.*cos (t);
16
17
18 Fend
19 Fend
20 Lend
21 plot (x, y, 'm-')
22 hold on
23
24 Qfor s=0.2
25 E for x0=3
for y0=3
x=x0+s. *f.*sin (t);
y=y0+s.*f.*cos (t);
27
28
29
end
30
end
31
end
32 plot (x, y, 'b-')
33
34
N N N NNM3
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