I have this question on ellipse
Number 3
Here is an answer i found on yahoo. http://answers.yahoo.com/question/index?qid=20120206222845AApAIVs
I got center (0,0) and a=+- 2, like the asker, but why they the person that answered out a^2=4^2, shouldnt it have been 2^2, since a==-2
this is a rotated ellipse using a more generalized from of the conic equations
hmm, so i would have to find the generalized conic equation
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Ax2 + Bxy + Cy2 + Dx + Ey + F = 0
i see what you mean amistre, but i have never had a question where i has to come up with the general equation, how would i do that
I wish I was more apt to answer that :) but I dont play with this enough to have a firm grasp of it
I can unrotate it so that its equivalent is a normal looking ellipse
now can you shed some light on what the guy on yahoo answered, cause it look like he came up with the standard equation of the eliipse
but the actual equation for the ellipse would invlove the rotation itself
i cant say how he got to his solution; or even if its correct.
but lets try to unravel this; we want to know the distance from the center of the ellipse to a focal point
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