5. Write down the name of the conics2 sin1r . Determine the vertices and the center in the polarcoordinate. Using polar coordinates of the vertices find the foci, end points of the major and minor axes,and center in the rectangular coordinate. Find the equation of the major and minor axes, and equation ofthe directrix. Hence sketch it. Determine the algebraic equation of the conics. 15. Write down the name of the conics r =Determine the vertices and the center in the polar2 - sinecoordinate. Using polar coordinates of the vertices find the foci, end points of the major and minor axes,and center in the rectangular coordinate. Find the equation of the major and minor axes, and equation ofthe directrix. Hence sketch it. Determine the algebraic equation of the conics.

Introduction: Like any other rectangular curves, conic section also has rectangular form as well as…

Answered: 1 2 - sin . Determine the vertices and…

Algebra and Trigonometry (MindTap Course List)

4th Edition

ISBN:9781305071742

Author:James Stewart, Lothar Redlin, Saleem Watson

Publisher:James Stewart, Lothar Redlin, Saleem Watson

Chapter12: Conic Sections

Section12.CT: Chapter Test

Problem 16CT: aUse the discriminant to determine whether the graph of the following equation is a parabola, an...

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5. Write down the name of the conics

2 sin
1

r 

. Determine the vertices and the center in the polar
coordinate. Using polar coordinates of the vertices find the foci, end points of the major and minor axes,
and center in the rectangular coordinate. Find the equation of the major and minor axes, and equation of
the directrix. Hence sketch it. Determine the algebraic equation of the conics.

1
5. Write down the name of the conics r =
Determine the vertices and the center in the polar
2 - sine
coordinate. Using polar coordinates of the vertices find the foci, end points of the major and minor axes,
and center in the rectangular coordinate. Find the equation of the major and minor axes, and equation of
the directrix. Hence sketch it. Determine the algebraic equation of the conics.

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