Answered

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How can i find the equation of an ellipse if I'm only given 2 points that it contains, NOT including foci, vertices, OR major/minor axix lengths... HELP

Sagot :

AL2006
I don't think two points is enough to determine a unique ellipse.  In fact,
I'm sure of that.  If you only have two point, then an infinite number of different
ellipses can be drawn through them.  I know it takes three points to determine
a circle, and I'm sure you need at least that many for an ellipse.
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