Please name the conic section and the axis Given the equation (x – 5)² = y + 6find the foci, vertices, directrix, axis, and asymptotes, where applicable, based on the given function.Name of the conic section: ellipse XFocus or foci: (from left to right or top to bottom)(5(DNE-23/4DNEVertex or vertices: (from left to right or top to þottom)-6(DNEDNEDirectrix:y =-25/4Axis ?x3=Asymptotes: (in increasing order)y = DNEX + DNEy = DNEx + DNEsymbolic formatting helpSubmit Answer Given the equation (x – 5)² = y + 6find the foci, vertices, directrix, axis, and asymptotes, where applicable, based on the given function.Name of the conic section: ellipseXFocus or foci: (from left to right or top to bottom)( 5-23/4(DNEDNEVertex or vertices: (from left to right or top to þottom)(5(DNE-6DNEDirectrix:y =-25/4Axi v ?of symmetry (parabola):(major, ellipse):(principal, hyperbola):DNEAsymptotes: (IN Increasing order)y = DNEy = DNEX + DNEx + DNEsymbolic formatting help

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Answered: Please name the conic section and the…

Math

Calculus

Please name the conic section and the axis

College Algebra

7th Edition

ISBN:9781305115545

Author:James Stewart, Lothar Redlin, Saleem Watson

Publisher:James Stewart, Lothar Redlin, Saleem Watson

Chapter7: Conic Sections

Section7.3: Hyperbolas

Problem 2E

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Question

Please name the conic section and the axis

Given the equation (x – 5)² = y + 6
find the foci, vertices, directrix, axis, and asymptotes, where applicable, based on the given function.
Name of the conic section: ellipse X
Focus or foci: (from left to right or top to bottom)
(5
(DNE
-23/4
DNE
Vertex or vertices: (from left to right or top to þottom)
-6
(DNE
DNE
Directrix:
y =
-25/4
Axis ?
x3=
Asymptotes: (in increasing order)
y = DNE
X + DNE
y = DNE
x + DNE
symbolic formatting help
Submit Answer

Curve that is obtained by the intersection of the surface of a cone with a plane. The three types of conic sections are parabolas, ellipses, and hyperbolas. The main features of conic sections are focus, eccentricity, and directrix. The other parameters are principal axis, linear eccentricity, latus rectum, focal parameter, and major and minor axis.

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