Introduction

What is GeoGebra Notes?
[i]GeoGebra Notes[/i] is a dynamic app for teaching and documenting. It supports using multiple pages, handwriting and inserting all kinds of interactive media. [i]GeoGebra Notes[/i] includes features for various subjects and can be used in any class.[br][br]You can access [i][url=https://www.geogebra.org/notes]GeoGebra Notes[/url][/i] online or add it as an element in a [i]GeoGebra Activity[/i].[br][br]In this tutorial, you will learn how to use [i]GeoGebra Notes[/i]. You can try the examples in this tutorial in [i]GeoGebra Notes [/i]on your Computer.
GeoGebra Notes Features
Millions of people around the world use [i]GeoGebra[/i] to learn math and science. [i]GeoGebra Notes[/i] enables you to collect all kinds of media, including [i]GeoGebra Activities[/i].[br]Easily create multiple pages, write text, insert images, videos and websites, save and share your work.[br][list][*]Write and mark objects with pen and highlighter[/*][*]Insert images, videos, audios and websites[/*][*]Provide texts, tables and equations[/*][*]Create mindmaps and charts[/*][*]Embed a [i]GeoGebra App[/i] ([i]Graphing, 3D Calculator, Geometry, CAS, Probability[/i])[/*][*]Use multiple pages[/*][*]Choose different rulings for the background[/*][*]Select objects and change their size and style[/*][*]Create triangles, lines, circles and rectangles[/*][*]Measure distances and angles[/*][*]Save and share your work with others[/*][/list]

Drawing tools

You can switch between [img]https://wiki.geogebra.org/uploads/thumb/2/22/Baseline-create-24px.svg/24px-Baseline-create-24px.svg.png[/img][i]Pen[/i], [img]https://wiki.geogebra.org/uploads/thumb/c/c2/Notes-highlighter.svg/24px-Notes-highlighter.svg.png[/img][i]Highlighter [/i]and [img]https://wiki.geogebra.org/uploads/thumb/6/6c/Notes-eraser.svg/24px-Notes-eraser.svg.png[/img][i] Eraser[/i] in the drawing tool section. After selecting a drawing tool, pick a color from the color palette and change the size by dragging the slider. Use the [img]data:image/png;base64,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[/img] [i]Select Objects[/i] tool to select and edit your objects.[br][br][b]Note: [/b]Handwritten text is always displayed on top of objects to support writing on images and videos.
Task
Get in touch with the drawing tools and learn how to edit the style of your pen strokes using the [i]Style Bar[/i].
Instructions
[table][tr][td]1.[/td][td][img]https://wiki.geogebra.org/uploads/thumb/2/22/Baseline-create-24px.svg/24px-Baseline-create-24px.svg.png[/img][/td][td]Select the [i]Pen[/i] tool and then choose a color. You can change the line thickness using the slider. Then draw something on the canvas.[/td][/tr][tr][td]2.[/td][td][img]data:image/png;base64,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[/img][br][/td][td]Select your drawing using the [i]Select Objects[/i] tool.[br][b]Note:[/b] The [i]Style Bar[/i] and the [i]Bounding Box [/i]will appear. You may also select only a part of a pen stroke by dragging an area over the part you want to edit.[/td][/tr][tr][td]3.[/td][td][img]https://wiki.geogebra.org/uploads/thumb/7/76/Baseline-remove-24px.svg/24px-Baseline-remove-24px.svg.png[/img][br][/td][td]Change the line style and the line thickness of your drawing using the [i]Line Style[/i] menu of the [i]Style Bar.[/i][br][/td][/tr][tr][td]4.[/td][td][img]https://wiki.geogebra.org/uploads/b/bb/Notes-bounding_box.png[/img][/td][td]Use the handles of the [i]Bounding Box[/i] to change the size of the drawing and to rotate it.[/td][/tr][tr][td]5.[/td][td][br][/td][td]Move the drawing on the canvas per drag and drop.[br][/td][/tr][tr][td]6.[/td][td][img]https://wiki.geogebra.org/uploads/thumb/6/6c/Notes-eraser.svg/24px-Notes-eraser.svg.png[/img][/td][td]Select the [i]Eraser[/i] tool and change its size using the slider in the [i]Tool Bar.[/i] Erase some parts of your drawing.[/td][/tr][tr][td]7.[/td][td][img]https://wiki.geogebra.org/uploads/thumb/c/c2/Notes-highlighter.svg/24px-Notes-highlighter.svg.png[/img][/td][td]Select the [i]Highlighter[/i] tool and choose color and size. Draw something on the canvas. [br][/td][/tr][tr][td]8.[/td][td][img]data:image/png;base64,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[/img][br][/td][td]Choose the [i]Select Objects[/i] tool again and select any object.[/td][/tr][tr][td]9.[/td][td][img]https://wiki.geogebra.org/uploads/thumb/d/d2/Baseline-delete-24px.svg/24px-Baseline-delete-24px.svg.png[/img][/td][td]Delete the selected object using the [i]Delete[/i] tool of the [i]Style Bar[/i].[/td][/tr][/table]
Try it yourself...

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