Ellipses Date Period - cdn.kutasoftware.com

1 ` d2H0[1L6z sKtuGtcaW uSxo_fmtBwTazrXep w bAZlKlG Urdisgwhrtas_ B NMVaLd]eB LwZiCtUhL AIxnufgiTnTiBtBeQ MP^rCe]csa] by Kuta Software LLCKuta Software - Infinite PrecalculusEllipsesName_____Date_____ Period____-1-Identify the center, vertices, co-vertices, and foci of each. Then sketch the ) (x ) (y ) xy 2) (x ) (y ) xy 3) (x ) (y ) xy 4) x (y ) xy 5) x y x y xy 6) x y x y xy d S2p0g1P6t BKzuOtyac \SgoYf_tUwuayrweL i zAXlql` \rOiTg^hqtgss o WMca_dZeT rwriHtphG sIznyfDiwneixtce` EPCrAeAcZa[lWc^ by Kuta Software LLC-2-Identify the center, vertices, co-vertices, foci, length of the major axis, length of the minor axis,length of the latus rectum, and eccentricity of ) x y x y 8) x y y Use the information provided to write the standard form equation of each ) Vertices: ( , ), ( , )Foci: ( , ), ( , )10) Vertices: ( , ), ( , )Foci: ( , ), ( , )11) Vertices: ( , ), ( , )Co-vertices: ( , ), ( , )12) Foci: ( , ), ( , )Co-vertices: ( , ), ( , )13) Foci: ( , ), ( , )Endpoints of minor axis: ( , ), ( , )14) Center: ( , )Ve r t e x : ( , )Focus: ( , )15) Endpoints of major axis.

2 ( , ), ( , ) Endpoints of minor axis: ( , ), ( , )16) Eccentricity = Center: ( , )Co-vertex: ( , ) a V2X0M1s6H gKmuwtiaL WSkoKfRtAwBalrxei B yABlmlx lrJiAgqhrtHsZ g _MWaxdmed Nw^iWtghx hIgnBftiunMiKtHeE EPDrweccSablmcvuclwuXs`.Worksheet by Kuta Software LLCKuta Software - Infinite PrecalculusEllipsesName_____Date_____ Period____-1-Identify the center, vertices, co-vertices, and foci of each. Then sketch the ) (x ) (y ) xy Center: ( , )Vertices: ( , )( , )Co-vertices: ( , )( , )Foci: ( , )( , )2) (x ) (y ) xy Center: ( , )Vertices: ( , )( , )Co-vertices: ( , )( , )Foci: ( , )( , )3) (x ) (y ) xy Center: ( , )Vertices: ( , )( , )Co-vertices: ( , )( , )Foci: ( , )( , )4) x (y ) xy Center: ( , )Vertices: ( , )( , )Co-vertices: ( , )( , )Foci: ( , )( , )5) x y x y xy Center: ( , )Vertices: ( , )( , )Co-vertices: ( , )( , )Foci: ( , )( , )6) x y x y xy Center: ( , )Vertices: ( , )( , )Co-vertices: ( , )( , )Foci.

3 ( , )( , ) D w2w0a1r6d GKdu^tWa] vSboPfjtDwNabrxez V _ASldlD vrci`g]hrtgsj mrUecsNeUrWvoe^ Y jMKaddTeS RwtiOtlhy _Iqnpfhi`nVidtweB by Kuta Software LLC-2-Identify the center, vertices, co-vertices, foci, length of the major axis, length of the minor axis,length of the latus rectum, and eccentricity of ) x y x y Center: ( , )Vertices: ( , ), ( , )Co-vertices: ( , ), ( , )Foci: ( , ), ( , )Major Axis: unitsMinor Axis: unitsLatus Rectum: unitsEccentricity: 8) x y y Center: ( , )Vertices: ( , ), ( , )Co-vertices: ( , ), ( , )Foci: ( , ), ( , )Major Axis: unitsMinor Axis: unitsLatus Rectum: unitsEccentricity: Use the information provided to write the standard form equation of each ) Vertices: ( , ), ( , )Foci: ( , ), ( , )(x ) (y ) 10) Vertices: ( , ), ( , )Foci: ( , ), ( , )(x ) (y ) 11) Vertices: ( , ), ( , )Co-vertices: ( , ), ( , )(x ) (y ) 12) Foci: ( , ), ( , )Co-vertices: ( , ), ( , )(x ) (y ) 13) Foci: ( , ), ( , )Endpoints of minor axis: ( , ), ( , )(x ) (y ) 14) Center: ( , )Ve r t e x : ( , )Focus: ( , )(x ) (y ) 15) Endpoints of major axis: ( , ), ( , ) Endpoints of minor axis: ( , ), ( , )(x ) (y ) 16) Eccentricity = Center: ( , )Co-vertex: ( , )(x ) (y ) Create your own worksheets like this one with Infinite Precalculus.

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