Schritt 2: Erstelle eine Klasse

Lerne nun, wie du eine [i]GeoGebra Klasse [/i]mit Hilfe einer [i]GeoGebra Aktivität[/i] erstellen kannst. In dieser Anleitung wird folgende[i] Aktivität[/i] verwendet:[br][list][*][url=https://www.geogebra.org/m/svdvt8yh]Arbeiten in 3D[/url] [/*][/list][br]Die Schritte 1-3 werden zusätzlich weiter unten in einem Video gezeigt.
Anleitung
1. Klicke auf den [i]KLASSE [i]ERSTELLEN [/i][/i]Button in der rechten oberen Ecke.[br][br][center][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAALYAAAAwCAYAAAC8GYDBAAAC60lEQVR4nO2dPY7zIBCG95Y+gY+QOndwmUuk2NqijxQJpdvOBYm7NJa2sjRf4X8bGDZhs2S+95EoNmAyMI8JdsF+EAAC+fjrAAD4DSA2EAnEBiKB2EAkrNhN05DWmpRSVJYlCsqfFKUUaa2paZrnxW6ahpRSZIyhtm0D7xUA4tO2LRljSCkVJLdXbK01GWOiBQfAsxhjSGvNtvOKrZTCSg2Som1bUkqx7bxil2UZKx4AohHiJcQGbwfEBiKB2EAkEBuIBGIDkUBsIBKIDUQCsYFIIDYQSSJif9Pn7kJ5cZ8+OlWUZ/PP7nTILrQ/frO93Y5fq2tXXGvaZ5euTXahPKvoHFzfx5oty+EUOEbndbb6L/q8/iR2+3fk2YXyXU23oDh888zlIHSM23F1OVvl4QnSFLtP3nICQ8Xu2+0cE2Xp+3asp3Zcve0mfGSMbH3/9yhkSGwz+rbbG46LI4LY3Biz1bjovxC7m7zt5ASKfaq6CXIl9lTZV8LQ+peJbUk2G9uMlMUuqk0/wsWut6vUSJjY52Ka2HNh66u/cZyCcPUvXrEX7bnYZiQt9n1zk8oW27tfDRD7WtN+nnTnCjcIYtlfs/W2fWRIQrjrtvW+eWC/lxPbGUfsPbZljJaFR7bYxb0brEdGn9jjQ+OquK95ZPV+zYrdzYMv0Uzsqa/Yq/7Eiz3d9etBhk3qup4VxCmAq/5VW5HQXyhH7G8hNo2/qodCvNhE42q02B8zk+rYdgyr+JjgU7VM9vo6rv7lD48/iW3Gu4hNw+ITuqULI1GxaXqPPco931tuXxnZHxRpeu879D3069rLcvWOd7X8a0juOt/DYp9wNrbtuMP22PM4fPPsz8FjY7SMMwKJiA1AXCA2EAnEBiKB2EAkEBuIBGIDkUBsIBKIDUTytNg4uw+kRpSz+3DaKkiNKKet4nxskApRz8cmwn80QEmjRP2PBgC8KxAbiARiA5FAbCASiA1EArGBSCA2EAnEBiL5B2DixT115KQOAAAAAElFTkSuQmCC[/img][/center]2. Gib deiner [i]Klasse [/i]einen Namen.[br][br][center][img width=426,height=363]https://lh6.googleusercontent.com/EONdhSdchVaGwWFZkZnh2zuJr70glvuYKtRvq9xhXPooeMd7JMoAOo_xfvVkwiocVyLjn5BE2saoyBJRm4mJvZlNYQkFcTQURhE19-g6uIoZ0GvqLHD0qzailKWJsuozlDWtpBJ_[/img][/center][br][left]3. Du kannst nun die Lehreransicht sehen. Ein zufällig generierter Code erscheint auf dem Bildschirm. Diesen Code benötigen die Schüler, um an der [i]GeoGebra Klasse [/i]teilzunehmen.[/left][br][center][img width=624,height=131]https://lh6.googleusercontent.com/zL98bLWOmfhx0GsiM3Vj1AcWTHg0bMDmdCMNWpqjI7ddB7uJavIhpk1lILVpkNvghHdZgwAS6yjhk2K7byt24pY8cVUtbwXLsLcWZ4Cy4DVb60N4mtI8fKv06GWYzf6NdrR-0SKL[/img][/center]
So fügst du eine weitere Lehrperson zu deiner Klasse hinzu
[list=1][*]Klicke auf das TEILEN Symbol in der rechten oberen Ecke, um weitere Lehrpersonen  zu deiner Klasse hinzuzufügen. [br][br]        [img]data:image/png;base64,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[/img][br][br][/*][*]Du kannst weitere Lehrpersonen mit ihren E-Mail-Adressen oder ihren Benutzernamen hinzufügen. [br][b]Anmerkung[/b]: Sie müssen ein [i]GeoGebra [/i]Profil haben.[br][br][img]data:image/png;base64,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[/img][br][br]3. Die weiteren Lehrpersonen bekommen eine Benachrichtigung mit einem Link zur Klasse.[br][br]      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[/img][br] [br]4. Die weiteren Lehrpersonen können nun alle Lehrwerkzeuge ([i]Namen verbergen, Lösungen anzeigen, Pausieren[/i]) verwenden und auch alle Schülerantworten sehen. [br]5. Die Lehrpersonen finden die Klasse in ihrem Profil. [br][b]Anmerkung[/b]: Geteilte Klassen sind mit dem [i]geteilt [/i]Symbol markiert. [br] [br]     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[/img][br][br][b]Anmerkung[/b]: Nur der Eigentümer der Klasse kann weitere Lehrpersonen hinzufügen und im Teilen Dialog auch wieder entfernen. Wenn der Eigentümer die Klasse löscht, verschwindet diese auch für die weiteren Lehrpersonen. [br][/*][/list]
So erstellst du eine Klasse...

Information: Schritt 2: Erstelle eine Klasse