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Dina Tirosh Pessia Tsamir Esther Levenson Michal Tabach Ruthi Barkai 《Educational Studies in Mathematics》2013,83(2):309-322
This article reports on young children’s self-efficacy beliefs and their corresponding performance of mathematical and nonmathematical tasks typically encountered in kindergarten. Participants included 132 kindergarten children aged 5–6 years old. Among the participants, 69 children were identified by the social welfare department as being abused and/or neglected. Individual interviews were conducted where children were asked to assess their self-efficacy regarding sorting tasks, mathematics tasks, and reciting the alphabet. Children were then requested to perform each of the tasks. Results revealed that no significant differences were found between the abused and neglected children and their peers regarding their self-efficacy beliefs and performances for any of the tasks. For some of the tasks, children were able to correctly assess their performance, while for other tasks, children overestimated their performance. Possible reasons for these outcomes are discussed. 相似文献
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Michal Tabach Ruthi Barkai Pessia Tsamir Dina Tirosh Tommy Dreyfus Esther Levenson 《International Journal of Science and Mathematics Education》2010,8(6):1071-1090
According to reform documents, teachers are expected to teach proofs and proving in school mathematics. Research results indicate
that high school students prefer verbal proofs to other formats. We found it interesting and important to examine the position
of secondary school teachers with regard to verbal proofs. Fifty high school teachers were asked to prove various elementary
number theory statements, to write correct and incorrect proofs that students may use, and to evaluate given justifications
to statements from elementary number theory. While all the participants provided correct proofs to the statements, our findings
indicate that teachers are not aware of students’ preference for verbal justifications. Also, about half of the teachers rejected
correct verbal justifications. They claimed that these justifications lacked generality and are mere examples. 相似文献
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Michal Tabach Esther Levenson Ruthi Barkai Pessia Tsamir Dina Tirosh Tommy Dreyfus 《Journal of Mathematics Teacher Education》2011,14(6):465-481
In light of recent reform recommendations, teachers are expected to turn proofs and proving into an ongoing component of their
classroom practice. Two questions emerging from this requirement are: Is the mathematical knowledge of high school teachers
sufficient to prove various kinds of statements? Does teachers’ knowledge allow them to determine the validity of an argument
made by their students? The results of this study, in which 50 secondary school teachers participated, point to a positive
answer to the first question in the framework of elementary number theory (ENT). However, the picture is more complex with
respect to the second one. Results indicated that some teachers may over-value the generality of symbolic mode of representation
and under-value the generality of verbal ones. Possibly, the verbal representation of an argument is less transparent and
more difficult to understand. 相似文献
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Pessia Tsamir Dina Tirosh Esther Levenson Michal Tabach Ruthi Barkai 《Journal of Mathematics Teacher Education》2014,17(1):61-83
This article describes a study that investigates preschool teachers’ knowledge of their young students’ number conceptions and the teachers’ related self-efficacy beliefs. It also presents and illustrates elements of a professional development program designed explicitly to promote this knowledge among preschool teachers. Results indicated that teachers’ knowledge of students’ number conceptions improved and that their related self-efficacy increased. Furthermore, prior to participating in the programs, a significant negative correlation between knowledge and self-efficacy was reported. However, no significant correlation was found after the program. 相似文献
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