2015
DOI: 10.1002/icd.1928
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‘Infinity Means it Goes on Forever’: Siblings' Informal Teaching of Mathematics

Abstract: Sibling-directed teaching of mathematical topics during naturalistic home interactions was investigated in 39 middle-class sibling dyads at two time points. At time 1 (T1), siblings were 2 and 4 years of age, and at time 2 (T2), siblings were 4 and 6 years of age. Intentional sequences of sibling-directed mathematical teaching were coded for (i) topics (e.g., number), (ii) contexts (e.g., play with materials/toys), and (iii) type of knowledge (conceptual and procedural). Siblings engaged in teaching number, ge… Show more

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Cited by 11 publications
(9 citation statements)
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References 51 publications
(100 reference statements)
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“…Similarly, an older sibling named the color of a crayon by stating, “This color is orange.” Siblings also played with language at T1 (phonological awareness), as evidenced by turning their names into alliterative phrases (e.g., “Sandy sew” became “Bandy bow”) and rhyming (e.g., “ Cats and hats ”). Thus, in line with previous work on sibling teaching (Howe, Adrien, et al., ; Howe, Della Porta, et al., ; Maynard, , ), even at T1, these very young siblings capitalized on their social interactions (Rogoff, , ; Vygotsky, ) to engage in teaching each other language and literacy concepts.…”
Section: Discussionsupporting
confidence: 74%
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“…Similarly, an older sibling named the color of a crayon by stating, “This color is orange.” Siblings also played with language at T1 (phonological awareness), as evidenced by turning their names into alliterative phrases (e.g., “Sandy sew” became “Bandy bow”) and rhyming (e.g., “ Cats and hats ”). Thus, in line with previous work on sibling teaching (Howe, Adrien, et al., ; Howe, Della Porta, et al., ; Maynard, , ), even at T1, these very young siblings capitalized on their social interactions (Rogoff, , ; Vygotsky, ) to engage in teaching each other language and literacy concepts.…”
Section: Discussionsupporting
confidence: 74%
“…When both older and younger siblings were age 4 (older sibling at T1, younger sibling at T2), no significant birth order differences were evident in the concepts they taught; overall, vocabulary teaching occurred significantly more often than all other language and literacy topics. We had expected that older, more knowledgeable siblings might display a wider range of topics at T1, but given the age of the younger siblings (2 years old), perhaps this influenced the older siblings’ teaching (Azmitia & Hesser, ; Howe, Adrien, et al., ; Strauss & Ziv, ). We speculate that this finding could be due to two possible explanations: (1) The language skills of the younger siblings at T2 may have been more advanced compared with their older siblings at the same age at T1 (Howe et al., ), or conversely, (2) at T1, the older siblings may have appeared less advanced because, much like parentese, they tailored their teaching to their sibling partners who were only age 2 (e.g., Dunn, ; Dunn & Kendrick, ).…”
Section: Discussionmentioning
confidence: 99%
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