“Girls are bad at math”: What role do stereotypes and student emotions play for boys and girls?
Author(s):
Philippe Ambroise Genoud (presenting / submitting) Gabriel Kappeler
Conference:
ECER 2017
Format:
Ignite Talk (20 slides in 5 minutes)

Session Information

27 SES 02 B, Sexism and Gender Equity in Educational Practices

Pecha Kucha Session

Time:
2017-08-22
15:15-16:45
Room:
K3.05
Chair:
Carol Taylor

Contribution

Equality between girls and boys at school, as well as at a professional training level, is an issue that has led to numerous studies for several decades (Eagly, Eaton, Rose, Riger & McHugh, 2012). However, the under-representation of women in science, technology, engineering and mathematics (STEM) careers remains a topical concern (e.g. Else-Quest, Hyde & Linn, 2010; Wyss, Heulskamp & Siebert, 2012). Although some studies (Lindberg, Hyde, Petersen & Linn, 2010) point out that the differences in mathematics performance tend to be reduced, gender differences still exist (Stoet & Geary, 2012).

Stereotypes in society are often put forward to understand these differences in performance, whether they are explicit (Spencer, Steele & Quinn, 1999) or implicit (Lane, Goh & Driver-Linn, 2012). Through personal and social factors, such as social conformity pressure or even beliefs about gender (Leaper, Farkas & Brown, 2011), the expectation of success and the value which is attributed to it (Eccles & Wigfield 2002) seem to be at the core of this phenomenon and a key to understand it.

Beside gender stereotypes and their corollaries (Alter, Aronson, Darley, Rodriguez & Ruble 2010), the emotional state of students (who are sometimes influenced by stereotypes themselves) plays a significant role in the mobilization of resources for learning (Pekrun, Elliot & Maier, 2009. Negative emotions that some students feel during math class are also not fairly distributed depending on the gender; girls are more often disrupted by high anxiety than boys (Devine, Fawcett, Szücs & Dowker, 2012).

Thus, during their schooling, students will develop representations of each of the disciplines they are facing in their program. Some will develop fun and excitement about learning mathematics while others will be repulsed when faced with numbers and calculations. The affects that will emerge in math class will also find a cognitive resonance (self-confidence, perceived utility, etc.). Indeed, a reciprocal causal relation will develop (Pekrun, 2006), usually in the form of a vicious circle. Student behavior (e.g. investment) is also closely related to student beliefs and feelings. These three domains (cognitive, affective, and behavioral) characterize student attitudes. (Triandis, 1971; Fishbein & Ajzen, 1975). Finally, student success (vs. failure) in mathematics – that very clearly relies on attitudes developed during schooling for this discipline – will be decisive for vocational guidance towards STEM careers.

The aim of our research is to highlight how student stereotypes as well as (positive and negative) affects towards mathematics learning play a different role for girls and boys in the last years of compulsory school (which is the moment when they usually develop their vocational orientation). Our goal is to better understand which students’ feelings explain differences in success in this subject area. This will then allow us to find ways of differentiating remediation according to gender.

Method

The sample consisted of N=231 students (113 boys and 118 girls) from three different public schools in the French speaking part of Switzerland, and enrolled in the last two years of compulsory education. The age of the students varied from 13 to 16 and the mean age was 14.4 years (SD=0.8). Data were collected by a self-reported questionnaire administrated in school classes by trainees in initial vocational training. This questionnaire (45 items) measures various aspects of socio-emotional attitudes about math learning (Genoud & Guillod, 2014): (1) in the cognitive domain (perceived utility, self-confidence and controllability), (2) in the affective domain (positive and negative emotions and the emotional regulation), and (3) the behavioral area (investment in math class). This questionnaire also proposes a normative dimension to assess if the mathematics is perceived by the student as a particularly male domain or not (gender stereotype). Participants were asked to rate their attitudes during math classes and respond to each item by rating themselves on a 6-point Likert scale (0 = strongly disagree, 5 = fully agree). Students were informed that the questionnaires would not be seen by their regular teacher or by their parents. They were also told that the questionnaire asked them for their personal opinion and judgments, without any right or wrong answers. This questionnaire is well adapted to the context and to the concerned population; moreover, it has very good psychometric qualities. Thus, the internal consistency (Cronbach’s alpha) of the dimensions are relatively high (.78 to 92), except for the dimension "controllability" which is not satisfactory (.65). In addition to measures relating to attitudes, the students’ intermediate outcomes in mathematics were gathered at the time when the procedure was carried out: in the middle of the school year.

Expected Outcomes

Because the methodological design does not allow the discussion of the results in a causal way, we have decided to consider all of the measures as a "snapshot" that characterizes each student in its attitudes towards math learning. With this base, we have sought to highlight how the different dimensions of attitudes are able to predict success (vs. failure) in mathematics. The various analyses first suggest specific profiles of attitudes for boys respectively for girls. This justifies separate gender analyses. Thus, the statistical analyses have not only been carried out on all the subjects, but also in two subgroups. This way, our results clearly show different predictors of success in math for boys and for girls. Indeed, emotions and stereotypes do not play the same role for all students. These results raise the question of the impact of the representations on the choice of curriculum and career for these students who are ready to orient themselves in various trainings and vocational areas. We will discuss these results bearing in mind the implications of this inequality not only relating to the school (differential teaching methods) but also to the future educational or professional pathway. The limits of our research and the prospects for future research will also be presented.

References

Alter, A.L., Aronson, J., Darley, J.M., Rodriguez, C., & Ruble, D.N. (2010). Rising to the threat: Reducing stereotype threat by reframing the threat as a challenge. Journal of Experimental Social Psychology, 46(1), 166-171. Devine, A., Fawcett, K., Szücs, D., & Dowker, A. (2012). Gender differences in mathematics anxiety and the relation to mathematics performance while controlling for test anxiety. Behavioral and Brain Functions, 8(33), 1-9. Eagly, A.H., Eaton, A., Rose, S.M., Riger, S., & McHugh, M.C. (2012). Feminism and Psychology: Analysis of a Half-Century of Research on Women and Gender. American Psychologist, 67(3), 211-230. Eccles, J.S., & Wigfield, A. (2002). Motivational beliefs, values, and goals. Annual Review of Psychology, 53, 109-132. Else-Quest, N.M., Hyde, J.S., & Linn, M.C. (2010). Cross-national patterns of gender differences in mathematics: a meta-analysis. Psychological Bulletin, 136 (1), 103-127. Fishbein, M., & Ajzen, I. (1975). Belief, attitude, intention and behavior: An introduction to theory and research. Reading, MA: Addison-Wesley. Genoud, P.A., & Guillod, M. (2014). Développement et validation d’un questionnaire évaluant les attitudes socio-affectives en maths. Recherches en Education, 20, 140-156. Lane, K.A., Goh, J.X., & Driver-Linn, E. (2012). Implicit science stereotypes mediate the relationship between gender and academic participation. Sex Roles, 66, 220-234. Leaper, C., Farkas, T., & Brown, C.S. (2012). Adolescent girls' experiences and gender-related beliefs in relation to their motivation in math/science and english. Journal of Youth Adolescence, 41(3), 268-282. Lindberg, S.M., Hyde, J.S., & Petersen, J.L. (2010). New trends in gender and mathematics performance: a meta-analysis. Psychological Bulletin, 136(6), 1123-1135. Pekrun, R. (2006). The control-value theory of achievement emotions: Assumptions, corollaries, and implications for educational research and practice. Educational Psychology Review, 18(4), 315-341. Pekrun, R., Elliot, A.J., & Maier, M.A. (2009). Achievement goals and achievement emotions: Testing a model of their joint relations with academic performance. Journal of Educational Psychology, 101(1), 115-135. Spencer, S.J., Steele, C.M., & Quinn, D.M. (1999). Stereotype threat and women's math performance. Journal of Experimental Social Psychology, 35, 4-28. Stoet, G., & Geary, D.C. (2012). Can stereotype threat explain the gender gap in mathematics performance and achievement? Review of General Psychology, 16(1), 93-102. Triandis, H.C. (1971). Attitude and attitude change. New York: John Wiley & Sons. Wyss, V.L., Heulskamp, D., & Siebert, C.J. (2012). Increasing middle school student interest in STEM careers with videos of scientists. International Journal of Environmental and Science Education, 8(1), 501-522.

Author Information

Philippe Ambroise Genoud (presenting / submitting)
University of Fribourg (Switzerland)
Teaching and research centre for teacher education
Fribourg
HEP Vaud
UR Teaching, Learning and Evaluation
Lausanne

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