References
- Bardy, T., Holzapfel, L., & Leuders, T. (2021). Adaptive tasks as a differentiation strategy in the mathematics classroom: Features from research and teachers' views. Mathematics Teacher Education and Development, 23(3), 25-53.
- Beck, E., Baer, M., Guldimann, T., Bischoff, S., Bruhwiler, C., Muller, P., Niedermann, R., Rogalla, M., & Vogt, F. (2008). Adaptive Lehrkompetenz [Adaptive teaching skills]. Waxmann.
- Blum, W. (1985). Anwendungsorientierter Mathematikunterricht in der didaktischen Diskussion [Application-oriented mathematics teaching in the didactic discussion]. Mathematische Semesterberichte, 32(2), 195-232.
- Blum, W. (1996). Anwendungsbezuge im Mathematikunterricht-Trends und Perspektiven [Application references in mathematics education-Trends and perspectives]. In G. Kadunz, H. Kautschitsch, G. Ossimitz & E. Schneider (Eds.), Trends und Perspektiven (pp. 15-38) (Schriftenreihe Didaktik der Mathematik, Bd. 23). Holder-Pichler-Tempsky.
- Blum, W. (2006). Modellierungsaufgaben im Mathematikunterricht-Herausforderung fur Schuler und Lehrer [Modeling tasks in mathematics education-Challenge for students and teachers]. In A. Buchter & H. Humenberger (Eds.), Realitatsnaher Mathematikunterricht - Vom Fach aus und fur die Praxis (Festschrift fur Hans-Wolfgang Henn zum 60. Geburtstag) (pp. 8-23). Franzbecker.
- Blum, W., & Leiss, D. (2005). Modellieren im Unterricht mit der „Tanken‟-Aufgabe [Modeling in class with the "refuelling"-task]. Mathematik lehren, 128, 18-21.
- Bolt, B. (1983). Tennis, golf, and loose gravel: Insight from easy mathematical models. The UMAP Journal, 4(1), 5-18.
- Boston, M. D., & Smith, M. S. (2009). Transforming secondary mathematics teaching: Increasing the cognitive demands of instructional tasks used in teachers' classrooms. Journal for Research in Mathematics Education, 40(2), 119-156.
- Brancazio, P. J. (1985). Sport science: Physical laws and optimum performance. Touchstone.
- Bromme, R. (1981). Das Denken von Lehrern bei der Unterrichtsvorbereitung: Eine empirische Untersuchung zu kognitiven Prozessen von Mathematiklehrern [Teachers' thinking in lesson preparation: an empirical investigation of mathematics teachers' cognitive processes]. Beltz.
- Chapman, O. (2013). Mathematical-task knowledge for teaching. Journal of Mathematics Teacher Education, 16(1), 1-6. https://doi.org/10.1007/s10857-013-9234-7
- Cross, R. (2004). Ball trajectories: Factors influencing the flight of the ball. In H. Brody, R. Cross & L. Crawford (Eds.), The physics and technology of tennis (pp. 367-374). Racquet Tech Publishing.
- Cross, R., & Lindsey, C. (2013, December 22). Tennis ball trajectories: Aerodynamic drag and lift in tennis shots. https://twu.tennis-warehouse.com/learning_center/aerodynamics2.php
- Doyle, W. (1988). Work in mathematics classes: The context of students' thinking during instruction. Educational Psychologist, 23(2), 167-180. https://doi.org/10.1207/s15326985ep2302_6
- Goodwill, S. R., Chin, S. B., & Haake, S. J. (2004). Aerodynamics of spinning and non-spinning tennis balls. Journal of Wind Engineering and Industrial Aerodynamics, 92, 935-958. https://doi.org/10.1016/j.jweia.2004.05.004
- Graening, J. (1982). The geometry of tennis. The Mathematics Teacher, 75(8), 658-663. https://doi.org/10.5951/MT.75.8.0658
- Greefrath, G. (2018). Anwendungen und Modellieren im Mathematikunterricht: Didaktische Perspektiven zum Sachrechnen in der Sekundarstufe [Applications and modeling in mathematics teaching: Didactic perspectives on practical calculations in secondary education]. Springer. https://doi.org/10.1007/978-3-662-57680-9
- Helmke, A. (2010). Unterrichtsqualitat und Lehrerprofessionalitat: Diagnose, Evaluation und Verbesserung des Unterrichts [Teaching quality and teacher professionalism: Diagnostics, evaluation, and improvement of teaching]. Klett-Kallmeyer.
- Hiebert, J., Morris, A. K., & Glass, B. (2003). Learning to learn to teach: An "experiment" model for teaching and teacher preparation in mathematics. Journal of Mathematics Teacher Education, 6, 201-222. https://doi.org/10.1023/A:1025162108648
- International Tennis Federation (ITF). (2019). ITF rules of tennis 2020. https://www.itftennis.com/media/2510/2020-rules-of-tennis-english.pdf
- Leuders, T. (2003). Kreativitatsfordernder Mathematikunterricht [Creativity-enhancing mathematics teaching]. In T. Leuders (Ed.), Mathematikdidaktik. Ein Praxishandbuch fur die Sekundarstufe I & II (pp. 135-147). Cornelsen Scriptor.
- Leuders, T., & Prediger, S. (2016). Flexibel differenzieren und fokussiert fordern im Mathematikunterricht [Flexible differentiation and focused support in mathematics teaching]. Cornelsen Scriptor.
- Maass, K. (2003). Vorstellungen von Schulerinnen und Schulern zur Mathematik und ihre Veranderung durch Modellierung [Students' conceptions of mathematics and their change through modeling]. Der Mathematikunterricht, 49(3), 30-53.
- Maass, K. (2004). Mathematisches Modellieren im Unterricht: Ergebnisse einer empirischen Studie [Mathematical modeling in the classroom: Results of an empirical study]. Franzbecker.
- Muller, G., & Wittmann, E. Ch. (1998). Das Zahlenbuch: Lehrerband [The numbers book: Teacher's volume]. Klett.
- Niss, M., & Blum, W. (2020). The learning and teaching of mathematical modelling. Routledge. https://doi.org/10.4324/9781315189314
- Prediger, S., Barzel, B., Hussmann, S., & Leuders, T. (2021). Towards a research base for textbooks as teacher support: The case of engaging students in active knowledge organization in the KOSIMA project. ZDM Mathematics Education, 53, 1233-1248. https://doi.org/10.1007/s11858-021-01245-2
- Prediger, S., & Scherres, C. (2012). Niveauangemessenheit von Arbeitsprozessen in selbstdifferenzierenden Lernumgebungen: Qualitative Fallstudie am Beispiel der Suche aller Wurfelnetze [Level appropriateness of work processes in self-differentiating learning environments: Qualitative case study using the example of searching all cube nets]. Journal fur Mathematik-Didaktik, 33, 143-173. https://doi.org/10.1007/s13138-012-0035-9
- Robinson, G., & Robinson, I. (2013). The motion of an arbitrarily rotating spherical projectile and its application to ball games. Physica Scripta, 88, Article 018101. https://doi.org/10.1088/0031-8949/88/01/018101
- Robinson, G., & Robinson, I. (2018). Model trajectories for a spinning tennis ball: I. The service stroke. Physica Scripta, 93, Article 123002. https://doi.org/10.1088/1402-4896/aae733
- Snow, R. (1989). Aptitude-treatment interaction as a framework for research on individual differences in learning. In P. Ackerman, R. J. Sternberg & R. Glaser (Eds.), Learning and individual differences: Advances in theory and research (pp. 13-59). W. H. Freeman.
- Sullivan, P. (1999). Seeking a rationale for particular classroom tasks and activities. In J. M. Truran & K. N. Truran (Eds.), Making the difference (Proceedings of the 21st annual conference of the Mathematics Educational Research Group of Australasia, pp. 15-29). MERGA.
- Sullivan, P., Mousley, J., & Jorgensen, R. (2009). Tasks and pedagogies that facilitate mathematical problem solving. In B. Kaur, Y. B. Har & M. Kapur (Eds.), Mathematical problem solving: Yearbook 2009 (pp. 17-42). World Scientific Publishing. https://doi.org/10.1142/9789814277228_0002