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I have an equation of ellipse in the form: $$Ax^2 + Bxy + Cy^2 + Dx + Ey + F = 0.$$

I would to calculate the semi-axis major and minor and the center coordinates of the ellipse.

I found these answers here from Osmund Francis's answer 1 and answer 2

I plugged everything in formulae in a simple JS program. Everthing is right but the semi-minor axis length is wrong (I used Geogebra to compare the result), and as the answers of Osmund Francis tell, semi-minor axis length depends on s the distance center-focus and other things. It seems that there is a problem in $s$.

Could someone correct that or give me a garanty that it is right if I am wrong?

JS code is at service if someone would looks at. thanks

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  • $\begingroup$ Please refer to this for your reference. $\endgroup$ – Ng Chung Tak Mar 21 '18 at 15:31

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