Smart and Fast Mathematics

Christine Wulandari Suryaningrum, Tri Endang Jatmikowati

Abstract


Problem solving is a cognitive action that is carried out by students by using the knowledge that has been possessed before to be able to solve problems. The purpose of implementing the PPM program is to overcome partner problems, namely the lack of students' ability to solve non-routine questions, such as national exam questions and the lack of students' ability to solve non-routine questions with smart solutions. The PPM activity was held on 20-21 October 2017 at MA Aittihad Alislami for class XII students. The method used in the PPM program provides training and mentoring. In training activities, students are asked to work on non-routine questions with smart solutions that contain smart ways. Mentoring is carried out so that students are accustomed to solving problems with intelligent solutions. With a smart solution, students can use their time effectively, so that all UN questions can be solved correctly. Smart solution does not only contain special tricks to solve the problem, stick to it smart solution also helps students to find alternative answers to the "correct" questions

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References


Alfeld, P. (2004). Understanding Mathematics‎. The University of Utah. https://www.math.utah.edu/~alfeld/math.html

Bynner, J., & Parsons, S. (1997). It doesn’t get any better: The impact of poor numeracy skills on the lives of 37-‎year-olds.‎. Basic Skills Agency.

Bzufka‎, M. W., Hein, J., & Neumarker, K. J. (2000). Neuropsychological differentiation of subnormal arithmetic abilities in children‎. Europaean Child and Adolescent Psychiatry‎, 9(1), 65–76.

Carlson, M., & Bloom, I. (2005). The Cyclic Nature Of Problem Solving: An Emergent Multidimensional ‎Problem-Solving Framework‎. Educational Studies In Mathematics, 58(1), 45–75.

Cawley‎, J. F. (1985). Practical mathematics appraisal of the learning disabled‎. Aspen Publication.

Crowl, T. K., Kaminsky, S., & Podell, D. M. (1997). Educational Psychology: Windows on Teaching. Brown & Benchmark Publishers.

Dowker, A. (2004). What works for children with mathematical difficulties? DfES Publications.

Jane-Gloria, P. K., & Zakaria, E. (2012). Mathematical difficulties among ‎primary school students‎. Journal Faculty of Education‎, 7, 1086–1092.

Lester, F. K., & Kehle, P. (2003). From problem solving to modeling: The evolution of thinking about research on ‎complex mathematical activity‎. In R. Lesh & H. M. Doerr (Eds.), Beyond constructivism: Models and modeling perspectives on mathematics ‎problem solving, learning, and teaching‎ (pp. 501–517). Erlbaum.

Polya, G. (1973). How to Solve It (2nd ed.). Princeton University Press.

Romberg, T. A., & Shafer, M. C. (2009). Teaching and learning mathematics with understanding. In E. Fennema & T. A. Romberg (Eds.), Mathematics classrooms that promote understanding (pp. 3–18). Taylor & Francis.

Schoenfeld, A. H. (n.d.). Beyond the purely cognitive: Belief systems, social cognitions, and metacognitions as driving forces in intellectual performance. 329–363.

Sriraman, B. (2003). Mathematical giftedness, problem solving, and the ability to formulate generalization: The problem-solving experiences of four gifted students. The Journal of Secondary Gifted Education, 14(3), 151–165.


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