Lines of symmetry are really interesting when you learn about how shapes can change! Let’s see how they are connected:
Reflective Transformations: Every line of symmetry is like a mirror. When you flip a shape over this line, the shape looks the same on both sides.
Finding Symmetry: Shapes like squares and circles have many lines of symmetry. This means you can change them in different ways, and they will still look exactly the same.
For example, a square has 4 lines of symmetry. If you flip it across any of these lines, it still looks just like it did before!
Lines of symmetry are really interesting when you learn about how shapes can change! Let’s see how they are connected:
Reflective Transformations: Every line of symmetry is like a mirror. When you flip a shape over this line, the shape looks the same on both sides.
Finding Symmetry: Shapes like squares and circles have many lines of symmetry. This means you can change them in different ways, and they will still look exactly the same.
For example, a square has 4 lines of symmetry. If you flip it across any of these lines, it still looks just like it did before!