EXPLAINING THE CAUSES OF STUDENTS’ MISPERCEPTION IN LEARNING DIVISIBILITY RULES USING DIDACTIC MATHEMATICS

Thiện Chí Nguyễn

Main Article Content

Abstract

 

One of teachers’ important tasks in teaching mathematics is to help students identify and correct their mistakes. It may facilitate, students to develop their intellectual competence and reinforce knowledge and skills. Students’ mistakes are varied and have different causes.

In this study, we used two models to interpret the source of student mistakes: “rule of action” and “concept”. To illustrate this approach. We consider solving the problem: “Find the integer value of a so that the value of the expression  is divisible by the value of the expression . Hypotheses formulated from institutional analysis: “There exists a rule of action: when solving a problem, students make a polynomial division, then assign the remainder zero value to find a”. The research results show that many students made mistakes in solving the math problem due to the “rule of action” and the “conception” that a is assigned a value.


 

Article Details

References

Nguyen Thien Chi (2010). Absolute value concept in teaching mathematics in high school [Khai niem gia tri tuyet doi trong day hoc Toan o truong pho thong]. Master’s thesis in educational science, specialty: didactics of mathematics Ho Chi Minh City Pedagogical University.
Phan Đuc Chinh (2004). Math textbook 8 volume 1 [Sach giao khoa Toan 8 tap 1]. Educational Publishing House.
Phan Đuc Chinh (2004). Math teacher book 8 volume 1 [Sach giao vien Toan 8 tap 1]. Educational Publishing House.
Ton Than (2004). Math exercises 8 volume 1 [Sach bai tap Toan 8 tap 1]. Educational Publishing House
Phan Đuc Chinh (2002). Math textbook 6 volume 1 [Sach giao khoa Toan 6 tap 1]. Educational Publishing House.
Annie Bessot, Claude Comiti, Le Thi Hoai Chau, & Le Van Tien (2009). The basic elements of math didactic [Nhung yeu to co ban cua Didactic Toán]. Ho Chi Minh City National University Publishing House.