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Flervalg (ett riktig svar)
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)
Alternativknapper skal brukes på oppgaver der kun ett av svaralternativene er riktig.
De både ser og fungerer litt annerledes enn for eksempel avmerkingsbokser. Visuelt er alternativknappene runde, se eksempel på bildet over. For å teste om alternativknappene (radioknappene) som brukes i eksamensløsningen er kodet riktig, må en vite hvordan disse skal fungere med tastatur og hjelpeteknologi.
Alternativknapper skal fungere på følgende måte med tastatur:
- Tab flytter fokus til første svaralternativ (knapp) i radiogruppen
- Om et svaralternativ (knapp) er valgt, flyttes fokus til det.
- Trykkes Tab en gang til, flyttes fokus til neste radiogruppe eller en annen widget (f.eks. skjemafelt, lenke, etc.)
- Piltastene opp/ned skal flytte fokus og valg mellom alternativene i gruppen.
- Svaralternativet (knappen) velges automatisk ved tastaturfokus.
- "Pil ned" flytter fokus til neste knapp i gruppen.
- Om fokus står på siste svaralternativ i gruppen, skal fokus flyttes til det første svaralternativet.
- "Pil opp" flytter fokus til forrige svaralternativ i gruppen.
- Om fokus står på første svaralternativ i gruppen, skal fokus flyttes til det siste svaralternativet.
- Tab flytter fokus ut av radiogruppen.
Tips noen om siden