Final: Isosceles Chase
Part of the Angles section of Coddy's Geometry journey. Lesson 58 of 59.
Two triangles meet tip to tip at C, like a bow tie: ABC on the left and DCE on the right, with the lines AD and BE crossing at C. The sides CD and CE are marked equal. The side DE is extended past E to F.
Two angles of the left triangle are labelled. Find the angle marked ? outside the right triangle at E.
Challenge
Lines AD and BE cross at C. CD and CE are marked equal, and DE is extended past E to F. Find the angle marked ?, giving every step its rule, then press Check.
Try it yourself
Find the marked part of the figure
All lessons in Angles
4Vertical Angles
Two Lines CrossVertical Angles Are EqualSolving with VerticalsAll Four AnglesRecap: At the Crossing7Parallels and Transversals
Parallel LinesCorresponding AnglesAlternate AnglesCo-interior AnglesWhich Rule Is ItRecap: The Three Pairs5Around a Point
Angles Around a PointThe Missing AngleEqual SlicesFour Angles, One PointRecap: The Full Turn3Right Angles and Complements
The Square MarkComplementary AnglesPerpendicular LinesFinding the ComplementEqual Parts of a CornerRecap: The Right Corner6The Angle Bisector
The Angle BisectorBisected ExpressionsBisecting a Straight AngleRecap: Split in Half9Triangle Angle Sum
The 180 RuleFinding the Third AngleTwo Unknown AnglesRight TrianglesRecap: The Budget12Final Challenges
Final: The Angle ChaseFinal: Triangle Meets LineFinal: The Full RoundFinal: Isosceles ChaseFinal: Master of Angles