Final: Master of Angles
Part of the Angles section of Coddy's Geometry journey. Lesson 59 of 59.
Two parallel lines AB and CD are crossed by a line through P on AB and Q on CD, which carries on above AB to G. A second segment joins P to R on CD, and PQ and PR are marked equal. One angle is labelled at P, above AB between PB and PG.
Find the angle marked ? at R, between RD and RP.
Challenge
AB ∥ CD. The line GQ crosses them at P and Q, PQ = PR with R on CD, and the angle at P between PB and PG is 64°. Find ∠DRP, giving every step its rule, then press Check.
Try it yourself
Find the marked part of the figure
This lesson includes a short quiz. Start the lesson to answer it and track your progress.
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