Line of Symmetry and Reflection Symmetry

Learn how to quickly spot and count lines of symmetry in any shape. Let's get started. 🚀

Line of Symmetry and Reflection Symmetry - introduction visual

Video Lesson

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Flashcards

Review key concepts visually

Heart shape divided by a line of symmetry, showing that folding along the line makes both halves match perfectly.Lines of symmetry in shapes: rectangle 2, square 4, isosceles triangle 1, equilateral triangle 3, circle infinite.Four road signs are checked for whether they have reflection symmetry.Diagram showing a pentagon with a vertical line of symmetry and demonstrating two key features of a line of symmetry.Step-by-step guide to completing a shape using a line of symmetry: measure, locate mirror points, and connect them.

🛎️ What is a Line of Symmetry?

  • A line of symmetry divides a shape into two identical halves.
  • If you fold the shape along the line, both sides match exactly.

🛎️ Lines of Symmetry in Common Shapes

  • The number of lines depends on how many ways a shape can fold exactly in half.
  • Squares have 4, rectangles have 2, and circles have infinite lines.

🛎️ How to Check for Reflection Symmetry?

  • Try folding the shape along a line and see if both sides match exactly.
  • If you can find at least one line of symmetry, the shape has reflection symmetry.

🛎️ Key Features of a Line of Symmetry

  • Every point on one side has a mirror point on the other side.
  • Mirror points are the same distance from the line of symmetry.

🛎️ Completing a Shape Given Line of Symmetry

  • Measure the distance from a point to the line of symmetry.
  • Plot the mirror point the same distance on the other side.
  • Connect the points to complete the shape.

Practice Questions

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Interactive Activity

Fold shapes to test for symmetry

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