There are two mazes included and a reference sheet/study guide. One maze covers central and inscribed angles and their intercepted arcs only. The other maze includes the angle/arc relationships of angles formed inside the circle by chords or secants, angles formed outside a circle by two secants, and angles formed on a circle by a secant and a tangent. The reference sheet can be used as a reference on classwork, homework, assessments, or as a study guide. There is also a foldable included for interactive notebooks or math notes journal.
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Angle and Arc Relationships in Circles - Reference Sheet or Study Guide
By Brooke Seabolt Math Resources
This sheet can be used as a reference on classwork, homework, assessments, or as a study guide. The arc/angle relationships that are included are central, inscribed, angles formed inside circle by chords or secants, angles formed outside a circle by two secants, and angles formed on a circle by a secant and a tangent.
Central and Inscribed Angles and their Intercepted Arcs - Maze Activity
By Brooke Seabolt Math Resources
This maze is for students to practice finding angle measurements of central angles, inscribed angles, and the inscribed arc of circles. The students will work their way through the maze by solving the problems and choosing the correct answer.
This would be a great addition to:
Angle and Arc Relationships in Circles Maze Activity
By Brooke Seabolt Math Resources
This maze is for students to practice finding angle and arc measurements of circles. This maze does not include central and inscribed angles. Included are angles with vertex in the circle formed by chords, angles with vertex on the circle formed by a tangent and a secant, and angles formed outside the circle by tangents and secants. The students will work their way through the maze by solving the problems and choosing the correct answer.
This would be a great addition to:
Angle Arc Relationships in Circles Foldable
By Brooke Seabolt Math Resources
This is a foldable that can be used in an interactive notebook or math notes journal. The arc/angle relationships that are included are central, inscribed, angles formed inside circle by chords or secants, angles formed outside a circle by two secants, and angles formed on a circle by a secant and a tangent.