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$Get the MATLAB code for a Christmas tree ⬇️ Happy Holidays! clear, clc, close all figure, hold on, N = 6^5; c = 50; k = randi(6,c,1); l = randperm(N,c); q = @(x) rand(N,1); a = q()*2*pi; z = q(); r = .4*(1-z); t = q(); x = r.*cos(a); y = r.*sin(a); P = {'ro','ys','md','b^','kh','c*'}; scatter3(x.*t,y.*t,z,[],[zeros(N,1) (t.*r).^.6 zeros(N,1)],'*') plot3(0,0,1.05,'rp','markers',12,'markerf','r') for i = 1:6 L = l(k==i); plot3(x(L),y(L),z(L),P{i},'markers',8,'linew',2); end [X,Y,Z] = cylinder(.025$

Get the MATLAB code for a Christmas tree ⬇️ Happy Holidays! clear, clc, close all figure, hold on, N = 6^5; c = 50; k = randi(6,c,1); l = randperm(N,c); q = @(x) rand(N,1); a =

MATLAB. . Get the MATLAB code for a Christmas tree ⬇️ Happy Holidays! clear, clc, close all figure, hold on, N = 6^5; c = 50; k = randi(6,c,1); l = randperm(N,c); q = @(x) rand(N,1); a = q()*2*pi; z = q(); r = .4*(1-z); t = q(); x = r.*cos(a); y = r.*sin(a); P = {'ro','ys','md','b^','kh','c*'}; scatter3(x.*t,y.*t,z,[],[zeros(N,1) (t.*r).^.6 ...

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Not all treasures are gold… 🎁 Code the bow 👇 % Gift Bow clf N = 21; % # of loops and vertices % Create geometry for each loop as a line in spherical coordinates % and then convert to cartesian. [X,Y,Z] = sph2cart(... repmat((1 sqrt(5))*(1:N),N,1)*pi,... (linspace(.5,1,N).^.8 linspace(-.2,.2,N)'.*linspace(.8,1,N))*pi,... repmat(1-abs(linspace(-1,1,N)'.^2),1,N)); % Use streamribbon to create the bow's ribbon. % Streamribbon takes cell arrays, where each element represents the % vertices (arg1) a

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