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Reflection about a Point | Rigid Motion | Geometric Transformation | Part 4
In this tutorial, we will delve into the concept of reflection in plane geometry using the powerful tool GeoGebra. We will explore reflecting about the x-axis, y-axis, specific lines like x=0 and y=0, as well as points. Follow along as we demonstrate step-by-step how to perform reflections, including on the lines y=x and y=-x. Additionally, we will cover the principles of rigid motion and how to apply it using the GeoGebra app, a valuable mathematics tool. By the end, you will have a solid understanding of reflecting about rigid motions. Let's also practice by drawing a triangle ABC and reflecting it. Enjoy learning about these geometric transformations!
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WATCH OUT THE OTHE SERIES
Part 1: How to Write the Scale of a Graph
• How to write a graph s...
Part2: Reflection about a line:
• Reflection about a lin...
Part3: Reflection in the line x = 2 and y = 1:
• Reflection in the line...
Part 4: Reflection in the lines Y=-X and Y=X:
• Reflection in the line...
Part 5: Reflection about a point:
• Reflecting about Rigid...