Wat is microsoft forms?
Met Microsoft Forms kun je gemakkelijk vragenlijsten maken. Deze vragenlijst kan je dan gemakkelijk delen met bijvoorbeeld klasgenoten of docenten. Daarnaast helpt Microsoft Forms ook om de resultaten van de vragenlijst overzichtelijk te maken.
![Afbeeldingsresultaat voor microsoft forms](https://connectoricons-prod.azureedge.net/microsoftforms/icon_1.0.1019.1195.png)
Wat gaat je leren?
Je leert:
- Aanmelden
- Een nieuw formulier maken
- Diverse soorten vragen invoeren
- Illustratie toevoegen aan een vraag
- Verzenden van quiz of formulier
- Een nieuwe quiz maken
- Samenwerken aan het maken van een toets
- Antwoorden controleren
- Scores posten
- Antwoordenformulier exporteren naar excel
1 Aanmelden bij forms
1. Je gaat naar je Noorderpoort mail en klikt links boven op de stipjes 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)
2. Daarna kies je voor Forms
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)
3. Daarna krijg je onderstaand scherm te zien
2 Een nieuw formulier maken
1. Klik onder Mijn formulieren op Nieuw formulier om het formulier te maken.
2. Voer een naam voor het formulier in. U kunt desgewenst een ondertitel voor het formulier invoeren.
3 Vragen toevoegen
Wanneer je vragen wilt toevoegen doe je dat via de volgende stappen:
1. Klik op Vraag toevoegen om een nieuwe vraag aan het formulier toe te voegen.
2. Kies het soort vraag dat u wilt toevoegen. Je kunt kiezen uit: Keuze, Tekst, Beoordeling of Datum.
Voor keuzevragen voer je de tekst in die je voor de vraag en elk van de keuzes wilt weergeven.
U Wilt bijvoorbeeld de keuze Broom toevoegen aan uw vraag? Dit doet u alsvolgt:
1. Klik op Optie toevoegen om meer keuzes dan het standaard aantal van twee keuzes toe te voegen.
2. Type de tekst in die bij de keuze wilt toevoegen, in dit geval Broom.
Klik op Optie 'Anders' toevoegen om een keuzeoptie toe te voegen die de tekst Anders weergeeft.
Als u een keuze wilt verwijderen, klikt u op de knop van de Prullenbak ernaast.
U kunt ook een verplichte vraag instellen of een meerkeuzevraag maken door de instellingen onderaan de vraag te wijzigen.
Volgorde van vragen willekeurig aanbieden:Als u Microsoft Forms de volgorde van de opties willekeurig wilt laten weergeven voor de gebruikers van het formulier, klikt u op de knop met de drie puntjes (...) en vervolgens op Opties in willekeurige volgorde weergeven.
Klik op Vraag toevoegen om meer vragen aan het formulier toe te voegen. Als u de volgorde van de vragen wilt wijzigen, klikt u op de pijl-omhoog of -omlaag rechts van elke vraag.
Bij tekstvragen kunt u ook beperkingen instellen wanneer u getallen als antwoord wilt. Klik op de knop met drie puntjes (...) en klik op Beperkingen. U kunt de getallen beperken door een keuze te maken uit diverse opties, zoals Groter dan, Kleiner dan, Tussen en tal van andere.
U wilt dat de studenten aangeven hoeveel het verschil in elektronen in de buitenste schil is tussen de elementen in groep 3 en groep 1. Dan kunt u beperkingen gebruiken.
4 Een illustratie toevoegen aan een vraag
Je wilt een afbeelding toe te voegen om de vraag te verduidelijken. Dit doe je middels de volgende stappen:
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Selecteer de vraag waarvoor je een afbeelding wilt invoegen.
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Klik op media invoegen
aan de rechterkant van de vraag.
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Het deelvenster van de media invoegen wordt weergegeven aan de rechterkant van het formulier. Klik op afbeelding in dit venster.
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Je kunt foto's en afbeeldingen zoeken in Bing, in je OneDrive-map of je kunt een afbeelding uploaden vanaf je computer of apparaat. Selecteer de afbeelding van het element en klik op openen. De geselecteerde afbeelding wordt weergegeven bij de vraag.
Opmerking : Als de afbeelding te klein is ingesteld, wordt de afbeelding rechts van de vraag weergegeven. Als de afbeelding te groot is ingesteld, wordt de afbeelding onder de vraag weergegeven.
5 Verzenden van het formulier
Stel je wilt je vragenlijst versturen naar je klasgenoten.
- Klik op de knop delen rechtsbovenaan in het scherm. Je krijgt de keuzes:
![Vier opties voor het delen van formulieren weergegeven: Kopiëren, E-mail, QR-code en meer](https://support.content.office.net/nl-nl/media/0e0a8c4e-d83f-453f-8a22-6d9eedae8f1d.png)
- Het formulier aanbieden via een link, je kan de link dan kopiëren en mailen naar je klasgenoten of docent.
- Het formulier aanbieden via een QR-code
- Het formulier aanbieden door het in een webpagina in te bouwen(embedden)
- Het formulier aanbieden via email
Opdracht 1 Een formulier maken en delen.
Maak in duo's een nieuw formulier aan voor het evalueren van het schooljaar.
- Geef dit formulier een naam
- Voeg aan dit formulier minimaal 8 vragen toe over het evalueren van het schooljaar.
- Voeg bij minimaal 1 van de vragen een afbeelding of video toe om de vraag duidelijk te maken
- Deel dit formulier met je klasgenoten
- kopiëer de URL van je formulier via de knop delen in forms.
- Mail via je schoolmail de link naar je klasgenoten
6 Uw toets of formulier delen voor samenwerking met anderen
Stel je wilt samen met klasgenoten een vragenlijst opstellen. Hiervoor zul je de vragenlijst moeten delen zodat je klasgenoten de vragenlijst ook kunnen bewerken. Hiervoor volgt je onderstaande stappen
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Open in Microsoft Forms de vragenlijst evaluatie schooljaar.
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Klik op Delen.
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Klik in het deelvenster Delen op Een koppeling ophalen voor weergeven en bewerken.
![Knop Koppeling ophalen voor bekijken en bewerken](https://support.content.office.net/nl-nl/media/dcf3c9ad-16fd-4eee-b4fa-f2c466b9b77f.png)
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Klik op Kopiëren naast het tekstvak waarin een formulier-URL wordt weergegeven.
![Een koppeling met een samenwerkings-URL voor een formulier naast de knoppen Kopiëren en Verwijderen](https://support.content.office.net/nl-nl/media/3da66fff-cd92-46cf-9ebd-5abf6883b496.png)
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Stuur de koppeling via e-mail naar de klasgenoot waarmee je wilt samenwerken aan de vragenlijst
7 Antwoorden bekijken
De klas heeft de vragenlijst ingevuld en je wilt de antwoorden bekijken. Dit doe je alsvolgt.
- Je klikt op de tab antwoorden. Je krijgt het onderstaande scherm te zien.
Naast elke vraag zie je het aantal antwoorden en een grafiek met gekleurde segmenten om de verdeling van de antwoorden over alle mogelijke antwoorden voor te stellen.
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)
Opdracht 2
Maak een verslag waarin je gaat kijken naar de antwoorden op de vragenlijst over het evalueren van het schooljaar.
Beantwoord daarin de volgende vragen:
- Plak de gekleurde diagrammen van elke vraag in je verslag.
- Wat valt je vooral op?
- Had je deze uitslag verwacht, waarom wel of niet?
- Hoe vind je het werken met Microsoft Forms
![Afbeeldingsresultaat voor verslag](https://bijlesje.nl/Assets/img/Blog/verslag.jpg)