We now have desktop versions of our [i]Calculator Suite[/i] app available for free download for Mac and PC![br]Experience the power of our [i]Graphing Calculator[/i], [i]3D Calculator[/i], [i]Geometry[/i], [i]CAS [/i]&[i] Probability[/i] all bundled in one app! [i]Exam Mode[/i] is built in too. [br][br]Get the offline app from our [url=https://www.geogebra.org/download]Download page[/url].
Find the download link beneath the [i]Calculator Suite[/i] box on the download page.
Our [i]Exam Mode[/i] now makes it possible for students to save, organize, & return to previous work done within the same [i]Exam Mode[/i] session! The “save” option in [i]Exam Mode[/i] does not allow students to access their work after [i]Exam Mode[/i] is exited. It only works in the [i]Exam Mode[/i] session itself. Once [i]Exam Mode[/i] is exited, all work done in that session is erased. [br][br]Find out more on how to use [url=https://www.geogebra.org/m/y3aufmy8][i]GeoGebra[/i] on Tests[/url].
Save and Organize your work within an [i]Exam Mode[/i] session.
[b][i]Notes[/i]:[/b][br][list][*][size=85][size=100][url=https://youtu.be/ObkNOeXK1_c]Spotlight tool[/url] to highlight certain areas on your [i]Notes [/i]whiteboard[/size][/size][/*][*][size=85][size=100][url=https://youtu.be/-WrehPKaMUs]Table to Charts[/url]- create a [i]Line[/i], [i]Bar[/i], or [i]Pie Chart [/i]from any table[/size][/size][/*][*][size=85][size=100][size=85][size=100][url=https://youtu.be/UEjbK8Y-N88]Mindmaps[/url] to structure your idea[/size][/size][/size][/size][/*][/list][list][/list]If you are new to [i]GeoGebra Notes[/i], please have a look at our [url=https://www.geogebra.org/m/fp7bctpr]Learn [i]GeoGebra Notes[/i][/url] tutorial.[br][br][b][i]Classic [/i]& [i]Suite[/i]:[/b][br][list][*][url=https://youtu.be/-yj0B0mzEZk]Two-tailed option[/url] in [i]Probability Calculator[/i] for all distributions[/*][*][i]Probability Calculator[/i] now available in the [url=https://www.geogebra.org/calculator][i]Suite[/i] App[/url][/*][/list] 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[/img]
From September 6-8, the [i]GeoGebra [/i]team went on a Team Gathering to enjoy some quality time with colleagues. We went on hikes, enjoyed the view of the Dachstein glacier and the beautiful city Hallstatt, Austria, and celebrated a birthday. During the first [i]GeoGebra [/i]Olympic Games we challenged ourselves in difficult and very fun games. Lots of chats, laughs and smiles were shared. We already can't wait for the next Team Event! Find more pictures on our Social Media platforms [url=https://www.facebook.com/geogebra]Facebook[/url], [url=https://twitter.com/geogebra]Twitter[/url], and [url=https://www.instagram.com/geogebra/]Instagram[/url].
Group picture on the 5 fingers platform on the Austrian mountain Krippenstein.
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