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1a. Hyper V: (1,1) F(-5,1) Center: (2,1) 2b, Ellipse V: (1,2) (9,2) Covertices: (5,1)(5,3)
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@triciaal
@reemii
@satellite73
what?
general form for hyperbola is either \[\frac{x-h)^2}{a^2}-\frac{(y-k)^2}{b^2}=1\] where the center is \((h,k)\) halway done already right?
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yeah
(x-2)^2-(y-1)^2
what are the denominators?
the vertices squarede>
@triciaal
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sorry was not here what is the question?
did you substitute the values in the formula given by satellite73 to find the equation?
Yeah
I posted it above
@ganeshie8
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I get no help seriously...
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