Gut gemeintes System des Unsinns

Was ist Interleaving?

Häufiges Missverständnis

Wozu ist es gut?

Wie kann es angewendet werden?

Fehlervermeidung

Hier klicken, um den Inhalt von YouTube anzuzeigen.
Erfahre mehr in der Datenschutzerklärung von YouTube (öffnet in neuem Tab).

References

  1. 18835171 {18835171:HSZVJFH9} 1 zeitschrift-fur-digitale-geisteswissenschaften 50 default 1539 https://lernquell.de/wp-content/plugins/zotpress/
    %7B%22status%22%3A%22success%22%2C%22updateneeded%22%3Afalse%2C%22instance%22%3Afalse%2C%22meta%22%3A%7B%22request_last%22%3A0%2C%22request_next%22%3A0%2C%22used_cache%22%3Atrue%7D%2C%22data%22%3A%5B%7B%22key%22%3A%22HSZVJFH9%22%2C%22library%22%3A%7B%22id%22%3A18835171%7D%2C%22meta%22%3A%7B%22creatorSummary%22%3A%22Rohrer%20and%20Taylor%22%2C%22parsedDate%22%3A%222007-11-01%22%2C%22numChildren%22%3A1%7D%2C%22bib%22%3A%22%26lt%3Bdiv%20class%3D%26quot%3Bcsl-bib-body%26quot%3B%20style%3D%26quot%3Bline-height%3A%201.35%3B%20padding-left%3A%201em%3B%20text-indent%3A-1em%3B%26quot%3B%26gt%3B%5Cn%20%20%26lt%3Bdiv%20class%3D%26quot%3Bcsl-entry%26quot%3B%26gt%3BDoug%20Rohrer%20%5C%2F%20Kelli%20Taylor%3A%20The%20shuffling%20of%20mathematics%20problems%20improves%20learning.%20In%3A%20Instructional%20Science%2035%20%282007%29%2C%20H.%206%2C%20S.%20481%26%23x2013%3B498.%2001.11.2007.%20%5B%26lt%3Ba%20class%3D%26%23039%3Bzp-ItemURL%26%23039%3B%20href%3D%26%23039%3Bhttps%3A%5C%2F%5C%2Fdoi.org%5C%2F10.1007%5C%2Fs11251-007-9015-8%26%23039%3B%26gt%3Bhttps%3A%5C%2F%5C%2Fdoi.org%5C%2F10.1007%5C%2Fs11251-007-9015-8%26lt%3B%5C%2Fa%26gt%3B%5D%26lt%3B%5C%2Fdiv%26gt%3B%5Cn%26lt%3B%5C%2Fdiv%26gt%3B%22%2C%22data%22%3A%7B%22itemType%22%3A%22journalArticle%22%2C%22title%22%3A%22The%20shuffling%20of%20mathematics%20problems%20improves%20learning%22%2C%22creators%22%3A%5B%7B%22creatorType%22%3A%22author%22%2C%22firstName%22%3A%22Doug%22%2C%22lastName%22%3A%22Rohrer%22%7D%2C%7B%22creatorType%22%3A%22author%22%2C%22firstName%22%3A%22Kelli%22%2C%22lastName%22%3A%22Taylor%22%7D%5D%2C%22abstractNote%22%3A%22In%20most%20mathematics%20textbooks%2C%20each%20set%20of%20practice%20problems%20is%20comprised%20almost%20entirely%20of%20problems%20corresponding%20to%20the%20immediately%20previous%20lesson.%20By%20contrast%2C%20in%20a%20small%20number%20of%20textbooks%2C%20the%20practice%20problems%20are%20systematically%20shuffled%20so%20that%20each%20practice%20set%20includes%20a%20variety%20of%20problems%20drawn%20from%20many%20previous%20lessons.%20The%20standard%20and%20shuffled%20formats%20differ%20in%20two%20critical%20ways%2C%20and%20each%20was%20the%20focus%20of%20an%20experiment%20reported%20here.%20In%20Experiment%201%2C%20college%20students%20learned%20to%20solve%20one%20kind%20of%20problem%2C%20and%20subsequent%20practice%20problems%20were%20either%20massed%20in%20a%20single%20session%20%28as%20in%20the%20standard%20format%29%20or%20spaced%20across%20multiple%20sessions%20%28as%20in%20the%20shuffled%20format%29.%20When%20tested%201%5Cu00a0week%20later%2C%20performance%20was%20much%20greater%20after%20spaced%20practice.%20In%20Experiment%202%2C%20students%20first%20learned%20to%20solve%20multiple%20types%20of%20problems%2C%20and%20practice%20problems%20were%20either%20blocked%20by%20type%20%28as%20in%20the%20standard%20format%29%20or%20randomly%20mixed%20%28as%20in%20the%20shuffled%20format%29.%20When%20tested%201%5Cu00a0week%20later%2C%20performance%20was%20vastly%20superior%20after%20mixed%20practice.%20Thus%2C%20the%20results%20of%20both%20experiments%20favored%20the%20shuffled%20format%20over%20the%20standard%20format.%22%2C%22date%22%3A%222007-11-01%22%2C%22section%22%3A%22%22%2C%22partNumber%22%3A%22%22%2C%22partTitle%22%3A%22%22%2C%22DOI%22%3A%2210.1007%5C%2Fs11251-007-9015-8%22%2C%22citationKey%22%3A%22%22%2C%22url%22%3A%22https%3A%5C%2F%5C%2Fdoi.org%5C%2F10.1007%5C%2Fs11251-007-9015-8%22%2C%22PMID%22%3A%22%22%2C%22PMCID%22%3A%22%22%2C%22ISSN%22%3A%221573-1952%22%2C%22language%22%3A%22en%22%2C%22collections%22%3A%5B%2293IZY4PG%22%5D%2C%22dateModified%22%3A%222026-08-30T13%3A06%3A53Z%22%7D%7D%5D%7D
    Doug Rohrer / Kelli Taylor: The shuffling of mathematics problems improves learning. In: Instructional Science 35 (2007), H. 6, S. 481–498. 01.11.2007. [https://doi.org/10.1007/s11251-007-9015-8]
    ↩︎
Nach oben scrollen