2009
DOI: 10.3102/0002831208324517
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Sources of Middle School Students’ Self-Efficacy in Mathematics: A Qualitative Investigation

Abstract: According to A. Bandura's (1986) social cognitive theory, individuals form their self-efficacy beliefs by interpreting information from four sources: mastery experience, vicarious experience, social persuasions, and physiological or affective states. The purpose of this study was to examine the heuristics students use as they form their mathematics self-efficacy from these and other sources. Semistructured interviews were conducted with eight middle school students who reported either high or low self-efficacy… Show more

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Cited by 265 publications
(296 citation statements)
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“…Finally, caring will have a positive influence on math self-efficacy because Bandura (1993) argued that affective processes affect self-efficacy. In particular, environments that arouse anxiety and other negative emotions have a negative affect on efficacy beliefs (Usher, 2009). We Math Self-efficacy 9 hypothesize that environments in which teachers take a personal interest in and emotionally support students are less likely to arouse negative emotions than environments in which teachers are impersonal and emotionally disconnected, and therefore caring environments will positively affect self-efficacy.…”
mentioning
confidence: 99%
“…Finally, caring will have a positive influence on math self-efficacy because Bandura (1993) argued that affective processes affect self-efficacy. In particular, environments that arouse anxiety and other negative emotions have a negative affect on efficacy beliefs (Usher, 2009). We Math Self-efficacy 9 hypothesize that environments in which teachers take a personal interest in and emotionally support students are less likely to arouse negative emotions than environments in which teachers are impersonal and emotionally disconnected, and therefore caring environments will positively affect self-efficacy.…”
mentioning
confidence: 99%
“…Professores com crenças de AE mais fortes julgam-se capazes de intervir e influenciar a aprendizagem dos alunos (Tschannen-Moran & Woolfolk Hoy, 2001) e, por consequência, empregam diferentes estratégias de ensino em suas aulas (Ozder, 2011), utilizam abordagens diferentes (Onofre, Carreiro da Costa, & Garcia, 2001); são mais satisfeitos e apresentam maiores níveis de motivação para ensinar (Caprara & cols., 2006). Na literatura internacional, diferentes estudos que buscaram verificar o desenvolvimento da produção sobre AE apontam que, metodologicamente, grande parte dessas pesquisas está pautada em abordagens quantitativas de corte transversal (Henson, 2001;Klassen, Tze, Betts, & Gordon, 2010;Tschannen-Moran & cols., 1998;Usher, 2009). Pesquisadoressugerem o desenvolvimento de novas frentes de investigação relacionadas aos enfoques qualitativos em associação aos quantitativos e delineamentos longitudinais (Henson, 2001;Klassen & cols., 2010;Tschannen-Moran & cols., 1998), além de estudos específicos sobre as fontes de AE (Usher & Pajares, 2008) e eficácia coletiva (Goddard, Hoy, &WoolfolkHoy, 2000).…”
Section: Crenças De Autoeficácia: Apontamentos Da Literaturaunclassified
“…De alguma forma, esse resultado demonstra o estágio inicial das investigações no campo educacional brasileiro. No entanto, estudos recentes apontam para a necessidade de que essas pesquisas sejam complementadas com outros aportes metodológicos (Henson, 2001;Klassen & cols., 2010;Usher, 2009). Nessa direção, o delineamento de estudos com abordagens qualitativas e seus respectivos meios poderá trazer contribuições para o estudo das crenças de autoeficácia.…”
Section: Aspectos Metodológicos Empregados Nos Estudosunclassified
“…When students engage in tasks that provide fulfillment of their learning goals, they develop a stronger sense of self-efficacy in mathematics than those who find little success or those who tend to rely on ego/performance goals for attribution of success. Self-efficacy is just one aspect of mathematical identity and interacts significantly with the social rules and norms governing what constitutes mathematical success in the classroom (Usher 2009). As such, students may develop efficacious beliefs for very different mathematical experiences.…”
Section: Key Individual Motivational Factorsmentioning
confidence: 99%