2. Achsenspiegelung mit dem Geodreieck zeichnen

Aufgabe 1
[img]data:image/png;base64,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[/img]Bearbeiten Sie die Schritte im Applet durch klicken auf "weiter".
Aufgabe 2
[img]data:image/png;base64,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[/img][br]1. Zeichnen Sie einen ähnlichen Buchstaben in Ihr Heft. [br]2. Spiegeln Sie diesen an einer Spiegelachse.[br]3. Zeigen Sie die Lösung Ihrer Lehrkraft.
Aufgabe 3
[img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAmCAYAAACCjRgBAAACs0lEQVRYhe2ZP0gbYRjGP6IXJEig9A9ZQ8FSDgfBRUFwa0FxcaqjUyjt5qJ0cRFcQqLoqfFPEjSRgEMgESQKghQEJ1FRTE7Upuik2NwQz0t+HVKOVoeGdriL+MBved+Dex+45+X7OKGqKs3NzdTX1+NyuWoCp9OJx+Mhk8kgBgcHEULUJLIsI5LJJG63m4aGhpojEAggAC4uLsjn8zUHUDFQy3oyYLVq34BhGMzNzbG4uAjA7e0tAwMD9PT02Jq+vj5UVUUsLCyYe3VtbY1wOGz5fq+Wjo4ORCqVMgs7Ozskk0nLB6uW/v7+SgZWV1fZ2Ngwv6uVlRWCwSBjY2O2JBgMEgqFKBaLjyDEVg/wv3oyYLUEwOHhIcfHx2Yxk8kwNTVla6LRKLquI9bX13G5XLjdbnZ3dyuXBBusyGrw+XwIRVHMQiqVIhQKWT5YtbS3t1eOEkNDQwwPD1Mul9E0DZ/PR1dXl23p7u6mt7eXvb29RxLiWtaTAaslAO7u7iiVSmbx+vqabDaLqqq2JJfLcX5+XjGQy+VobW2lra2Ny8tLjo6O8Hq9OBwOJEnC6XSaSJL0B7/37vf/tfe3d0qSRF1dHY2NjczOziJGR0fNvZpIJPD7/Zbv92qRZRmRz+dpaWmhs7OTq6srTk5OkGUZj8dje5aWlioZMAzjj2Douo6mabbHDHEt68mA1RI/dJ2zQoFvmmY7zgoFivfy+cDAu3Sa5/PzvIpEbMXLSIQXkQhv43E+ZDIkT08pl8sPDbyOxxHj44jJSXsyMYEIBHgWDjOxv8+nzU1i2Sy5mxuKhoGQE4nKg9PT9kVR8MZifNzaQoyMIPx+3sRixLJZRNPysr0NKArC78cTjTJ1cMDnrS1WT0/5rmnopRLifTqNUBScoZDtcMzM0BSP82V7m6+//sjc1095flrBAWvqgQAAAABJRU5ErkJggg==[/img][br]Verfassen Sie ebenfalls eine Sprachnachricht, wie Sie beim Zeichnen von Kongruenzabbildung durch Achsenspieglungen vorgehen. [br][img]data:image/png;base64,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[/img]
Fertig?
Bearbeiten Sie das nächste Kapitel: Punktspiegelung in diesem Buch.
Bildquelle:
[url=https://pixabay.com/service/license/]Pixabay[/url][url=https://pixabay.com/service/license/] License[/url]; Free for commercial use ; No attribution required [br][br]

Information: 2. Achsenspiegelung mit dem Geodreieck zeichnen