Is what I have correct?
a = 2;
b = 1;
% x = a*cos(phi)*cos(theta);
% y = b*cosphi*sintheta;
% z = b*sinphi;
xb = a;
yb = b;
zb = b;
[x,y,z] = ellipsoid(0,0,0,xb,yb,zb);
figure;
surf(x, y, z);
axis equal;
% The max possible value for x = semi-radius of x = a
% The max possible value for y = semi-radius of y = b
% max possible value for z = semi-radius of z = b
![Figure 2 Editor - /Users/kameronwallace/Desktop/untitled3.m Problem213.m Problem220.m Problem314.m untitled3.m File Edit View Insert Tools Desktop Window Help % x- % y a*cos ( phi)*cos( theta) ; b*cosphi*sin, theta; 4 7ybb; [x,y,z] -ellipsoid(0,0,0,xb,yb,zb); 10-figure; 11surf(x, y, z): 12 axis equal; 13 14 15 0.5 % The max possible value for x- semi-radius of x - a % The max possible value for y semi-radius of y b % max possible value for z semi-radius of z b 0.5 1.5 0.5 0.5 0.5 %-- 9/18/18, 9:54 PM](https://media.cheggcdn.com/media%2F05c%2F05c47205-6317-4225-9316-3be3d3346a64%2FphpfPIrIJ.png)
Yes your approach is correct.
MATLAB ellipsoid function uses the following equation to create x,y,z matrices.
In your question, center is at the origin so xc,yc and zc values are 0.
The parameterised form of the above equation is
These are the actual equations given in your question so the ellipsoid function in MATLAB will correctly created the required ellipsoid.
NOTE : For any other query, Pls reply in the comment section.
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