Wat is microsoft forms?
Met Microsoft Forms kunt u binnen de omgeving van TCR: formatieve toetsen,huiswerkcontrole, enquêtes en peilingen houden en snel de resultaten bekijken die binnenkomen. Wanneer u een toets of formulier maakt, kunt u anderen uitnodigen om dit in te vullen via een webbrowser, zelfs op mobiele apparaten. Zodra de resultaten zijn ingediend, kunt u de ingebouwde analyse gebruiken om de antwoorden te evalueren en automatisch van feedback voorzien . Formuliergegevens, zoals toetsresultaten, kunnen eenvoudig worden geëxporteerd naar Excel voor aanvullende analyse of beoordeling.
Stel u bent docent scheikunde en wilt een kleine overhoring (formatieve toets ) over Elementen en verbindingen geven tijdens de les scheikunde en u wilt de gegevens direct online in kunnen zien om de klas na de overhoring van feedback op de antwoorden te kunnen voorzien. dan kunt u miccrosoft forms gebruiken voor het maken van de overhoring, delen met de studenten, het verzamelen van de resultaten van individuele studenten of de klas.U kunt vervolgens deze resultaten via het digibord laten zien aan de klas en feedback geven op individuele antwoorden of klassenresultaat.
Wat gaat u leren in deze workshop?
U 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.U meldt zich aan met uw Office 365-referenties van uw school of werk, dit is hetzelfde als inloggen op het portaal. Bijvoorbeeld: personeelsnummer@zadkine.nl
2.Vul uw wachtwoord in. U krijgt het onderstaande 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
U wilt als docent een aantal vragen toevoegen aan het document. Dit doet u alsvolgt:
1. Klik op Vraag toevoegen om een nieuwe vraag aan het formulier toe te voegen.
2. Kies het soort vraag dat u wilt toevoegen. U kunt kiezen uit: Keuze, Tekst, Beoordeling of Datum.
Voor keuzevragen voert u de tekst in die u 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
U wilt als scheikunde docent een afbeelding toevoegen om gebruikers meer informatie te geven over de context. Stel u wilt een afbeelding van een element toevoegen aan een vraag.
-
Selecteer de vraag waarvoor u 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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U kunt foto's en afbeeldingen zoeken in Bing, in uw OneDrive-map of u kunt een afbeelding uploaden vanaf uw 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 u wilt uw overhoring uitdelen aan de klas zodat zij dit kunnen invullen. Hiervoor moet u het formulier verzenden naar alle studenten. Dit kan alsvolgt:
- Klik op de knop delen rechtsbovenaan in het scherm. U 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 gebruikt u als u geen e-mailadressen hebt van de personen aan wie u uw formulier of toets wilt weergeven, of als u voor dit doel geen e-mail wilt gebruiken, kunt u ook een aangepaste koppeling kopiëren om het formulier aan anderen te verzenden.
- Het formulier aanbieden via een QR-code
- Het formulier aanbieden door het in een webpagina in te bouwen(embedden)
- Het formulier aanbieden via email
2. Kies voor het aanbieden van de overhoring via een link. ![Knop Koppeling kopiëren en plakken](https://support.content.office.net/nl-nl/media/76e53edc-bba4-412e-9d7f-91f3d913b779.png)
3. Klik op kopiëren, nu kunt u de link plakken in bijvoorbeeld een mail die u via N@tschool verstuurd naar de hele klas, maar u kunt de link ook delen op een webpagina die u deelt met de klas.
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Opdracht 1 Een formulier maken en delen.
Maak een nieuw formulier wat u kunt gaan gebruiken in uw les.
- Geef dit formulier een naam
- Voeg aan dit formulier minimaal 3 vragen over een onderwerp uit uw eigen les toe.
- Voeg bij minimaal 1 van de vragen een afbeelding of video toe om de context aan te geven
- Deel dit formulier met uw collega`s op het portaal door de volgende stappen te doorlopen.
- kopiëer de URL van uw formulier via de knop delen in forms.
- Ga naar Sharepoint / Laboratoriumtechniek / onderwijs / documenten / google forms
- Klik op NIEUW
- Klik op KOPPELING
- Plak uw koppeling onder het kopje KOPPELING MAKEN NAAR
- Geef de koppeling een naam (bijvoorbeeld de titel van uw formulier) onder het kopje BESTANDSNAAM.
- Klik op MAKEN
U heeft nu uw formulier via een link in het portaal gedeeld met uw collega`s. In deze map kunt u al uw formatieve toetsen opslaan zodat alle collega`s er gebruik van kunnen maken.
6 Een nieuwe quiz maken
Stel u wilt een digitale toets scheikunde geven over elementen en symbolen van het periodiek systeem. U wilt dat studenten deze in de les maken op hun mobiele telefoon en dat iedere student de vragen in een willekeurige volgorde te zien krijgt. In de onderstaande stappen wordt uitgelegd hoe u zo`n toets kunt maken.
- Klik onder Mijn formulieren op Nieuwe quiz om de quiz te maken.
- Voer een naam in voor de toets.
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)
3. Voeg een vraag toe.
![](data:image/png;base64,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)
Als u bij punten het aantal punten dat u voor de vraag wilt geven invult verschijnt het aantal punten in de toets tussen haakjes achter de vraag.(zie afbeelding onder)
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)
7 Uw toets of formulier delen voor samenwerking met anderen
Stel u wilt samen met uw collega`s een toets opstellen. Hiervoor zult u de toets moeten delen zodat uw collega`s de toets ook kunnen bewerken. Hiervoor volgt u onderstaande stappen
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Open in Microsoft Forms de (scheikunde)toets die u wilt delen om samen te werken.
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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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Plak deze koppeling op een plaats waar uw doelgroep deze kan zien en erop kan klikken of stuur de koppeling via e-mail naar de (scheikunde) collega waarmee u wilt samenwerken aan de toets
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Toetsen en formulieren die u deelt om er samen aan te werken, blijven in uw profiel maar anderen kunnen deze bekijken en bewerken via de samenwerkings-URL. Aan de bovenkant van gedeelde toetsen of formulieren, ziet u pictogrammen van de initialen voor elke persoon die wijzigingen aanbrengt.
![Pictogrammen voor inzenderinitialen CC en DL](https://support.content.office.net/nl-nl/media/a47b4851-302f-4d40-97e7-3963f8be922d.png)
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In Microsoft Forms worden ook pictogrammen voor inzenders weergegeven naast elke sectie die momenteel wordt bewerkt.
![Inzenderinitialen weergegeven naast toetsvraag](https://support.content.office.net/nl-nl/media/b09b5e9a-c78e-4074-8628-a8d73304ee3d.png)
8 Antwoorden controleren
De klas heeft de scheikunde toets gemaakt en u wilt de antwoorden controleren. Dit doet u alsvolgt.
- U klikt op de tab antwoorden. U krijgt het onderstaande scherm te zien.
Aan de bovenkant ziet u een realtime-samenvatting van de gegevens van de toets, zoals het aantal antwoorden, de gemiddelde score en de huidige status van de toets.
Naast elke vraag ziet u het aantal antwoorden en een grafiek met gekleurde segmenten om de verdeling van de antwoorden over alle mogelijke antwoorden voor te stellen.
![](data:image/png;base64,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)
Klik op Antwoorden controleren om punten aan te passen en feedback te geven.
Feedback geven:
- Klik op antwoorden beoordelen
- Klik op het tekstballonnetje naast de vraag
- Type de feedback in het tekstvak.
U kunt dit per persoon doen of per vraag.
Op het tabblad Personen kunt u afzonderlijke details voor elke student bekijken, zoals hoelang het maken van de toets heeft geduurd, het aantal toegekende punten en de optie(s) die de student heeft geselecteerd.
U kunt met de pijtltjestoetsen naast de naam van de persoon naar de vorige of volgende persoon gaan.
Als u op het tekstballonnetje naast de vraag klikt kunt u feedback geven op de vraag.
Als u van mening bent dat het antwoord op een tekstvraag punten behoeft kunt u in het vakje punten deze punten toekennen.
9 Scores posten
U heeft de toets beoordeeld en wilt de studenten het cijfer en de feedback voor de scheikunde toets teruggeven. Dit doet u alsvolgt:
klik op het tabblad Antwoorden op Scores posten.
U ziet nu voor elke student de status van zijn of haar toets (bijvoorbeeld Beoordeeld) en het aantal verdiende punten. Als u de scores van alle studenten wilt posten, schakelt u het bovenste selectievakje in de kolom Naam in. Als u afzonderlijke scores wilt posten, schakelt u het selectievakje van de betreffende student in.
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)
Als u dit heeft gedaan klikt u op scores posten. Nu kan iedere student met een vinkje voor zijn/haar naam via dezelfde link(als die naar de toets) naar het bericht met de score van en feedback op de toets.
10 Exporteren naar excel
U kunt alle antwoordgegevens van de toets gemakkelijk bekijken in Microsoft Excel. Klik hiervoor op Openen in Excel op het tabblad Antwoorden. u krijgt dan onderstaand scherm te zien in Microsoft Excel.
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)
Elke vraag in de toets is een kolom en elk antwoord wordt een rij in . De eerste vier kolommen bevatten de begin- en eindtijden van elk antwoord, plus het e-mailadres en de naam van iedere student. De volgende kolommen bevatten het totale aantal punten, algemene feedback, het tijdstip waarop de score is gepost, punten voor individuele vragen en feedback voor individuele vragen. U kunt hier nu naar eigen inzicht uw persoonlijke overzicht van maken zodat u een overzicht van de resultaten van de klas op het beeldscherm heeft. Bijvoorbeeld kunt u met conditionele opmaak de punten(1) groen kleuren zodat u in een oogopslag kunt zien bij welke vraag de minste punten zijn gescoord. Alle wijzigingen die in de Excel-werkmap aanbrengt hebben geen effect op de gegevens in Microsoft Forms.
veel plezier met toetsen maken!!
Voor meer informatie kijk op https://support.office.com/nl-NL/client/results?Shownav=true&lcid=1043&ns=microsoftforms&version=16&omkt=nl-NL&ver=16&mode=Touch
Opdracht 2 Quiz
Ga naar de volgende link en beantwoord de vragen over Office Forms.