Teacher-student-interaction and feedback
Communication between students and teachers makes up a high amount of the time in the classroom and is one factor contributing to student learning (Frederick, Blumfeld & Paris, 2004). Therefore, teacher-student-interactions have long been focused within educational research and have been studied in qualitative and quantitative fields.
In order to structure teacher-student-interactions during classroom discourse, Mehan (1979) found that typical exchanges consisted of a teacher-initiation (I), a student response (R) and a teacher evaluation or feedback (E/F). The so-called IRF- or IRE-sequence has since been accounted for in studies concerned with classroom communication (e.g. Cazden, 1988). Even if many studies confirm that this pattern exists, the quality and the differential impact of these interaction sequences on student learning need more attention.
Quality of feedback and effects on student achievement and self-concept
Teacher feedback as one factor in this triadic system was shown to possess strong predictive power for student success in school (Hattie, 2009). Through feedback, the teacher can give precise information on the task performance and support the learner in understanding conceptions or remodeling misconceptions. This is an important factor for enhancing student achievement but might also affect student self-concept. This is due to the fact that teacher feedback includes messages concerning students’ competences which belong to the most important signals for the development of the domain-specific self-concept (Schöne&Stiensmeier-Pelster, 2011).
However, not all forms of feedback are directly related to student success. In order to establish a model for effective feedback, Hattie and Timperley (2007) conducted a meta-analysis with over 379 studies related to feedback and its effects. They developed a feedback model with four focus levels in which feedback can be directed at the task-, the process-, the self-regulatory or the self-level. Feedback is least effective for student learning when it is aimed at the self-level and most powerful when it is aimed at the self-regulatory or the process-level. However, teacher feedback cannot only be seen as a determinant for student learning but also as a reaction to students.
The effect of student variables in receiving feedback
From research on teacher-student-interaction it is known that teachers grant high-achieving students and students with higher self-concepts more chances to participate in classroom talk (Jurik, Gröschner&Seidel, 2013). The question if teachers aim their feedback at certain groups of students hasn’t been evaluated yet and will therefore be one focus of this presentation. One field that has been analyzed concerning teacher feedback is gender differences. Irvine (1985) evaluated teacher feedback from kindergarden to grade seven and found that males receive more feedback in general. In elementary school, Sadker and Sadker (1990) showed that boys receive more feedback for their learning process and the product of their ideas whereas feedback for girls is rather focused on their learning and working behavior like the accuracy of their work. In combination with stable results within educational research that girls develop a lower self-concept in STEM-subjects than boys even when actual achievement is controlled (Dickhäuser&Stiensmeier-Pelster, 2003), the relative importance of feedback in teacher-student-interaction for self-concept development should be further analyzed.
This presentation aims at the evaluation of teacher feedback in second grade elementary school mathematics and its connection to student variables, namely achievement and self-concept. With a special focus, gender differences shall be examined.
(1) Is the feedback for girls more often centered on their learning and social behavior whereas feedback for boys includes process-oriented aspects more frequently?
(2) Does prior mathematical achievement and self-concept affect the type of feedback the teacher uses?
(3) Are there different effects of feedback types on the development of student mathematical achievement and self-concept?