SOLUTION: What conic section is X^2-4Y^2-2X+24Y-35=0?
Thx a lot for the help!
Ben
Algebra.Com
Question 1162837: What conic section is X^2-4Y^2-2X+24Y-35=0?
Thx a lot for the help!
Ben
Answer by solver91311(24713) (Show Source): You can put this solution on YOUR website!
Given 
If A and B are both zero, you don't have a conic, you have a straight line.
If one of A or B is zero, you have a parabola.
If A = B and the signs on A and B are the same, you have a circle.
If A not equal to B and the signs are the same, you have an ellipse.
If the signs are different, you have a hyperbola.
John
My calculator said it, I believe it, that settles it
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