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Employ the subplot function to display all the plots on the same figure window.
wo = 2.5; E = 50000; L = 600; I = 30000; delx = 10; x = [0:delx:L]; y = (wo/(120*E*I*L))*(-(x.^5) + 2*L^2*x.^3 - x*L^4);...
plus de 6 ans il y a | 0
Butterfly Curve. Use Subplot
t = [0:1/16:100]; x = sin(t).*(exp(cos(t))-2*cos(4*t) - (sin(t/12)).^5); y = cos(t).*(exp(cos(t))-2*cos(4*t) - (sin(t/12)).^5)...
plus de 6 ans il y a | 0
Your plot will be of q vs. t.
n = [0.0350 0.0200 0.0150 0.0300 0.0220]'; S = [0.0001 0.0002 0.0010 0.0007 0.0003]'; B = [10 8 20 24 15]'; H = [2 1 1.5 3 2....
plus de 6 ans il y a | 0
Make a code that tells if a number is odd or even
x=input('Enter an integer:\n') while round(x)~=x % use sentinel while loop if you are asked to make sure that entered val...
plus de 6 ans il y a | 0
Generate a plot of C vs d. and make a table
L = 1; r = 0.01; per = 8.854*10^-12; d = linspace(0.01,0.03,10)'; C = pi*per*L./log((d-r)/r); fprintf('********************...
plus de 6 ans il y a | 0
Use polar to create a Butterfly curve plot
theta = [0:pi/32:8*pi]; r = exp(sin(theta)) - 2*cos(4*theta) - (sin((2*theta - pi)/24)).^5; polar(theta,r,'--r') title('butte...
plus de 6 ans il y a | 0
Plot the volume for a horizontal cylinder
L = 5; r = 3; h = [0:.2:r]'; V = ((r^2*acos((r-h)/r)) - (r-h).*sqrt(2*r*h - h.^2))*L; plot(h,V) title('Horizontal Cylinder ...
plus de 6 ans il y a | 1
Determine the size and contents of the following arrays. Note that the later arrays may depend on the definitions of arrays defined earlier in the problem.
% Problem 1 % part(a) a = 2:3:8; n = size(a); disp('Problem 1 part (a)') disp('size') disp(n) disp('value') disp(a) %...
plus de 6 ans il y a | 0
