U uređivaču Geogebrinog radnog lista, kliknite na [button_small][color=#999999][size=150]+[/size][/color] Dodaj element[/button_small] i odaberite [img]https://wiki.geogebra.org/uploads/thumb/c/c8/Worksheet_icon_question_preview%402x.png/16px-Worksheet_icon_question_preview%402x.png[/img] [i]pitanje [/i]iz popisa dostupnih [i]elemenata radnog lista.[/i]

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[/img]

[list=1][*]Napišite [b]Naslov [/b] vašeg pitanja.[/*][*]Unesite [b]pitanje.[/b][/*][*][b]Poboljšajte [/b]vaš [b]tekst [/b]koristeći sljedeće mogućnosti:[list][*][img]https://www.geogebra.org/wiki/uploads/thumb/2/28/Icon-editor-text.svg/16px-Icon-editor-text.svg.png[/img] [b]Tekst[/b]: Oblikujte tekst (npr. promijenite stil i veličinu fonta, poravnajte, stvorite popise) [/*][*][b][img]https://www.geogebra.org/wiki/uploads/thumb/c/cb/Icon-editor-math-symbols.svg/16px-Icon-editor-math-symbols.svg.png[/img] Matematika[/b]: Umetnite matematičke formule, koje mogu sadržavati matematičke simbole (npr. grčka slova, operatore, strelice) [/*][/list][/*][*]Odlučite koji oblik pitanja želite napraviti odabirom odgovarajuće kartice [b][i]pitanje otvorenog tipa[/i] [/b]ili [b][i]pitanje višestrukog odabira.[/i][/b][/*][*]Unesite [b]mogućnosti odgovora.[/b][/*][list][*]Ako ste odabrali [i]pitanje otvorenog tipa [/i]možete unijeti primjer odgovora i dozvoliti učenicima da usporede svoje odgovore s tim primjerom odgovora.[b][/b][/*][*]Ako ste napravili [i]pitanje višestrukog odabira, [/i]morate ponuditi skupinu točnih i netočnih odgovora.[b][br][/b][u]Napomena[/u]: Ne zaboravite provjeriti točne odgovore kako bi se korisnici mogli sami testirati.[/*][/list][*]Kliknite [button_small]Gotovo[/button_small] i zatvorite dijaloški okvir.[/*][/list]

Postavljanjem pokazivača na umetnuto pitanje, pojavit će se mogućnosti uređivanja. Odaberite jednu od ponuđenih klikom na odgovarajuću ikonu. [br][list][*][img]https://wiki.geogebra.org/uploads/thumb/d/d1/Menu-edit.svg/16px-Menu-edit.svg.png[/img] [b]Uredi[/b]: Otvorite uređivač elementa [i]pitanje [/i] i upišite naslov, pitanje ili mogućnosti odgovora.[i] [/i][br][/*][*][img]https://wiki.geogebra.org/uploads/thumb/7/76/Menu-edit-copy.svg/16px-Menu-edit-copy.svg.png[/img][b] Kopiraj[/b]: Kopirajte element [i]pitanje [/i]ako ga želite ponovo koristiti u istom dinamičkom radnom listu.[/*][*][img]https://wiki.geogebra.org/uploads/thumb/8/8c/Menu-edit-delete.svg/16px-Menu-edit-delete.svg.png[/img] [b]Obriši[/b]: Obrišite element [i]pitanje [/i]iz dinamičkog radnog lista.[br][/*][/list][br][u]Napomena:[/u] Klikom na umetnuti element [i]Pitanje [/i]također možete uređivati element.[br][br]Kliknite [button_small]Gotovo[/button_small] kako bi završili uređivanje pitanja, a u gornjem desnom kutu [i]uređivača radnog lista[/i] kliknite na [img]https://www.geogebra.org/wiki/uploads/thumb/f/fc/Icon-save-hover.svg/16px-Icon-save-hover.svg.png[/img] [i]Spremi [/i]kako bi spremili promjene.

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[/img]

Pitanje otvorenog tipa ne nudi odgovore nego zahtjeva od ispitanika da napiše svoj odgovor. Možete dodati primjer odgovora ako želite dodati gumb [button_small]Provjera[/button_small] za ostale korisnike.[br][br][u]Napomena[/u]: Korisnici neće imati pristup tom odgovoru sve dok im ne odobrite korištenje gumba [button_small]Provjera[/button_small] . U tom slučaju će moći usporediti svoj odgovor s točnim odgovorom. koji ste vi postavili.

[img 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[/img]

Pitanja višestrukog izbora nudi nekoliko odgovora od kojih je jedan ili više njih točno.  [br][u]Napomena[/u]: Korisnici moraju prepoznati i označiti sve točne odgovore kako bi odgovor na pitanje bilo točno.[br][br][list=1][*]Odaberite mogućnost [b]višestruki izbor.[/b][br][/*][*][b]Unesite mogućnost prvog odgovora[/b] u predviđeno polje teksta.[br][/*][*][b]Dodajte dodatne mogućnosti odgovora [/b]koristeći [button_small]Dodaj odgovor [/button_small] ili tipku [i]Enter[/i] .[br][/*][*][b]Provjerite točan odgovor (ili odgovore) [/b]tako da automatska provjera bude kasnije dostupna. [br][/*][*]Odaberite [button_small]Gotovo[/button_small] kada ste završili s pitanjima.[/*][/list][br][br]Kliknite [button_small]Gotovo[/button_small] kako bi završili uređivanje pitanja i [i]spremi [/i]u gornjem desnom kutu [i]uređivača radnog lista[/i] kako bi spremili vaše promijene.