GeoGebra-ariketak

Nola Txertatu GeoGebra-ariketak
GeoGebraren Lan-orriaren Editorean, egin klik [button_small]+ Gehitu Elementua[/button_small] botoian eta aukeratu [img]https://wiki.geogebra.org/uploads/thumb/1/1b/Icon-exercise.svg/20px-Icon-exercise.svg.png[/img] [i]GeoGebra-ariketa[/i] [i]Lan-orriaren Elementuen[/i] zerrendan.
[img]data:image/png;base64,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[/img]
Jarraibideak
[list=1][*]Idatzi Ariketaren [b]Izenburua[/b] (hautazkoa).[br][u]Oharra[/u]: Lan-orri berean elementu gehiago (adb., testua, galderak) txertatu behar badituzu, izenburuak erabil ditzakezu.[br][/*][*][b]Deskribatu Ariketa[/b] edota jarraibideak eman. [br][/*][*]Aukeratu nahiago duzun[i] [url=https://www.geogebra.org/book/title/id/J8On0RNz?doneurl=https://www.geogebra.org/user/profile#material/488745]Matematika-aplikazioa[/url][/i] goitiberako menuan.[/*][*]Erabili pantailan azaltzen den GeoGebra-eraikuntza [b]GeoGebra-ariketaren zati elkarreragilea prestatzeko[/b] hurrengo aukeretakoren bat erabiliz:[br][/*][list][*]Editatu lehenetsitako eraikuntza [button_small]Editatu Eraikuntza[/button_small] erabiliz.[br][/*][*]Ordezkatu emandako eraikuntza hutsa lehendik sortutako eraikuntzaren batekin [button_small]Ordezkatu Eraikuntza[/button_small] erabiliz.[/*][*][img]https://wiki.geogebra.org/uploads/thumb/1/1e/Menu-upload.svg/16px-Menu-upload.svg.png[/img] Arrastatu eta utzi ggb-artxiboren bat lerro etenez adierazitako eremuan, artxibo horrekin oraingo eraikuntza ordezkatzeko.[/*][/list][*]Aldatu zure eraikuntzaren the [i]Ezarpen Aurreratuak[/i] (hautazkoa).[br][/*][*]Sakatu [button_small]Eginda[/button_small] zure GeoGebra-ariketa prest dagoenean.[br][/*][/list]
Nola Editatu GeoGebra-ariketak
Kurtsorea txertatutako GeoGebra-ariketa baten gainean mugitzen baduzu, editatzeko aukerak agertuko dira. Egin klik erabili nahi duzun aukeraren ikonoan.[br][list][*][img]https://wiki.geogebra.org/uploads/thumb/d/d1/Menu-edit.svg/16px-Menu-edit.svg.png[/img] [b]Editatu[/b]: Editatu GeoGebra-ariketaren [b]Izenburua[/b] edota Eraikuntza bera aldatu.[list][*][button_small]Editatu Eraikuntza[/button_small] zure eraikuntza GeoGebraren Webgune-aplikazioa erabiliz ireki eta editatu ahal izango duzu.[b][br][/b][u]Aholkua[/u]: GeoGebraren Webgune-aplikazioaren behe-eskuin aldeko erpina arrasta dezakezu bere tamaina handitzeko editatzerakoan. Ohartu honek ez duela zure [i]Lan-orri Dinamikoan[/i] Eraikuntzak duen tamaina aldatuko.[/*][/list][list][*][button_small]Ordezkatu Eraikuntza[/button_small] zure GeoGebra-eraikuntza besteren bat bilatuz edota berria sortuz ordezka dezakezu.[/*][*][img]https://wiki.geogebra.org/uploads/thumb/1/1e/Menu-upload.svg/16px-Menu-upload.svg.png[/img] Arrastatu eta utzi ggb-artxiboren bat lerro etenez adierazitako eremuan, artxibo horrekin oraingo eraikuntza ordezkatzeko.[/*][/list][/*][/list][list][*] [img]https://wiki.geogebra.org/uploads/thumb/7/76/Menu-edit-copy.svg/16px-Menu-edit-copy.svg.png[/img] [b]Kopiatu[/b]: Kopiatu [i]Lan-orri Dinamiko[/i] berean berrerabili nahi duzun [i]GeoGebra-ariketaren elementua[/i].[/*][*] [img]https://wiki.geogebra.org/uploads/thumb/8/8c/Menu-edit-delete.svg/16px-Menu-edit-delete.svg.png[/img] [b]Ezabatu[/b]: Ezabatu [i]GeoGebra-ariketa[/i] zure [i]Lan-orri Dinamikotik[/i].[br][/*][/list][br]Sakatu [button_small]Eginda[/button_small] zure GeoGebra-ariketa editatzen bukatzeko. Ondoren, sakatu [i]Lan-orriaren Editoreko[/i] goi-eskuin aldeko [u]Gorde[/u] egindako aldaketak gordetzeko.
Ezarpen Aurreratuak
Zure [i]GeoGebra-ariketa[/i] gehiago pertsonalizatzeko, GeoGebra-eraikuntzaren [i]Ezarpen Aurreratuak[/i] alda ditzakezu (adb., Menua edo Estilo-barra erakutsi, erabiltzaileei Eraikuntza Berrezartzeko aukera eman).[i] Ezarpen Aurreratuak[/i] eraikuntzaren behealdean daude.
Ezarpen Aurreratuen Xehetasunak
[b]Zabalera[/b] eta [b]Altuera[/b][br]Idatzi zure eraikuntzaren tamaina zehatza pixeletan edota eraikuntzaren behe-eskuin aldeko erpina arrastatu bere tamaina aldatzeko.[br][br][b]Aldatu eskala[/b][br]Aldatu zure GeoGebra-eraikuntzaren eskala (lehenetsitako eskala 1 da).[br][br][b]Mantendu itxura-proportzioak[/b][br]Mantendu eraikuntzaren itxura-proportzioak bere tamaina aldatzerakoan.[br][br][b]Gaitu Eskuin-klik eta Teklatu bidezko Edizioa[/b][br]Eman erabiltzailei eskuin-klik (MacOS: Ctrl-click) egin, zooma egin edota teklatu bidez eraikuntza editatzeko aukera.[br][br][b]Gaitu Etiketen Arrastatzea[/b][br]Eman erabiltzailei objektuen etiketak beste posizio batera arrastatzeko aukera.[br][br][b]Erakutsi Eraikuntza Berrezartzeko Ikonoa[/b][br]Eman Eraikuntza lehenetsitako egoerara berrezartzeko aukera. [br][br][b]Gaitu Maius-arrastatzea eta Zooma[/b][br]Eman erabiltzailei [i][img]https://wiki.geogebra.org/uploads/thumb/c/c8/Menu_view_graphics.svg/16px-Menu_view_graphics.svg.png[/img][/i] [i]Ikuspegi Grafikoa[/i] bere atzealdea arrastatuz mugitzeko edota saguaren gurpiltxoa erabiliz zooma handiagotzeko/txikiagotzeko aukera.[br][br][b]Erakutsi Menua[/b][br]Erakutsi [img]https://www.geogebra.org/wiki/uploads/thumb/f/f6/Menu-button-open-menu.svg/16px-Menu-button-open-menu.svg.png[/img] [i]Menua[/i] botoia Eraikuntzaren goi-eskuin aldean, erabiltzaileek GeoGebraren Menuko aukera guztiak erabili ahal izan ditzaten.[br][br][b]Erakutsi Tresna-barra[/b][br]Erakutsi [i]Tresna-barra[/i] Eraikuntzaren goialdean.[br][u]Oharra[/u]: GeoGebra-ariketetan aukera hau gaituta dago berez. [br][br][b]Erakutsi Sarrera-eremua[/b][br]Erakutsi [i]Sarrera-eremua[/i] [i][img]https://wiki.geogebra.org/uploads/thumb/c/c8/Menu_view_graphics.svg/16px-Menu_view_graphics.svg.png[/img]Ikuspegi Grafikoaren[/i] behealdean edota [i]Aljebra Sarrera-eremua[/i] [i][img]https://wiki.geogebra.org/uploads/thumb/4/40/Menu_view_algebra.svg/16px-Menu_view_algebra.svg.png[/img][/i] Aljebra Ikuspegian (ikusgai badago).[br][br][b]Erakutsi Estilo-barra[/b][br]Erakutsi Estilo-barra botoia erabiltzaileek sortutako objektuen ezaugarriak aldatu ahal izan ditzaten.[br][br][br]Sakatu [button_small]Eginda[/button_small] zure GeoGebra-ariketa editatzen bukatzeko. Ondoren, sakatu [i]Lan-orriaren Editoreko[/i] goi-eskuin aldeko [u]Gorde[/u] egindako aldaketak gordetzeko.

Information: GeoGebra-ariketak