Hallo,

leider habe ich nach einer Stunde noch immer keine Antwort auf mein Problem gefunden. Ich bin erst heute bei LimeSurvey eingestiegen und würde gerne eine Likert Skala erstellen mit einem zusätzlichen Textfeld unten. Dabei soll beantwortet werden, welche Themenschwerpunkte die Teilnehmer besonders interessieren würde (dafür dann die Likert Skala) und welche Vorschläge für weitere Themen die Teilnehmer haben (das könnte dann im Textfeld "Sonstige" beantwortet werden). Insgesamt werden nur etwas mehr als 30 Teilnehmer befragt, daher ist die Auswertung trotz Textfeld kein Problem. 

Vielen Dank![img]data:image/png;base64,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[/img]

Hallo,
genau für diesen Fall ist ein Sonstige-Feld in der Matrix nicht geeignegeeignet.
Bei den precoded Items fragst Du ja nach Interesse, vielleicht von "nicht interessant" - "sehr interessant" kodiert.
Im "Sonstigen" willst Du aber nach weiteren interessanten Themen fragen.
Da ja niemand dort ein Thema angeben wird, dieses dann mit "nicht interessant" bewerten wird, kannst Du z.B. den Mittelwert nicht mehr vergleichen.

Außerdem unterschiedliche, recht kleine Basen, die keine statistisch relevante Aussage zulassen. Wir sprechen da gerne von "laufenden Läusen"

Daher viel besser:
Frage offen "Welche weiteren Themen, die nicht genannt wurden, wären noch von Interesse?"

Allerdings gibt es viele Beispiele hier im Forum für diese zusätzliche "Sonstige"-Zeile.
Ich habe noch in der letzten Woche dies wieder einmal gezeigt.
Da ich dies vom Smartphone schreibe, kann ich nicht selbst suchen.
Wegen fehlender Zeit kann ich auch frühestens am Freitag selbst ein Beispiel machen.

Joffm
PS. Wie hast Du denn das Bild hier verhunzt?
Hineinkopiert statt "Attachment"?
Oder welcher Browser?

PPS.
Ich habe es noch gefunden.
Dort ist dann der Link zum javascript enthalten.
[url] forums.limesurvey.org/forum/german-forum...nstige-option#210539 [/url]

Vielen lieben Dank für die schnelle Antwort!