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Focii of an ellipse are at (-a e, 0) and ( 0, a e)

where e = eccentricity of the ellipse. let b = semi- minor axis

a = semi major axis. then :

x² / a² + y² / b² = 1 is the equation of ellipse.

b² = a² ( 1 - e²)

where e = eccentricity of the ellipse. let b = semi- minor axis

a = semi major axis. then :

x² / a² + y² / b² = 1 is the equation of ellipse.

b² = a² ( 1 - e²)

*we need to know at least two parameters to know fully the ellipse: a, b or a and e or b and e..**From focii it is not possible to find exactly the semi major axis. with the same focii, there are infinitely many different ellipses possible.*