(x- 4)^2 / 49 - (y - 2)^2 / 36 = 1
If it is a circle find the center, and radius.
If it is an ellipse find the center, foci, and major vertices.
If it is a hyperbola find the asymptotes, center, vertices, opening directions,
and foci. Thanks guys!
If it is a circle find the center, and radius.
If it is an ellipse find the center, foci, and major vertices.
If it is a hyperbola find the asymptotes, center, vertices, opening directions,
and foci. Thanks guys!
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hyperbola form
(x-h)² /a² - (y-k)²/ b² =1↔[horizontal transverse axis]
vertices (h±a ,k)
focii (h±c,k) focal length p =√( a²+b²)
asymtote y=±(b/a)(x-h)
(x-h)² /a² - (y-k)²/ b² =1↔[horizontal transverse axis]
vertices (h±a ,k)
focii (h±c,k) focal length p =√( a²+b²)
asymtote y=±(b/a)(x-h)