49
refl
ecti
v
e
1) the ability to
exercise self-
control and self-
assessment of
mathematical
knowledge and
skills; 2) the ability
to conduct self-
assessment of the
application of
mathematical
knowledge and
skills in the
professional field
1)
periodic self-control
and self-assessment of
mathematical
knowledge and skills;
2) periodic self-
assessment of the
application of
mathematical
knowledge and skills in
the professional field
1) regular self-
control and self-
assessment of
mathematical
knowledge and
skills; 2) the
desire
for constant
self-assessment of
professional
activity through
the results of the
activities of
students;
3) self-correction
of knowledge and
skills based on the
results of self-
assessment
For the content-procedural criterion, the indicators proposed by A.A.
Wilandeberk and N.L. Shubina [2], for the motivational-value
and reflexive
criteria, the indicators are determined according to the selected levels of the
formation of mathematical competence.
Thus, the essence of the mathematical competence of the future teacher of
mathematics is determined, the criteria, indicators and
levels of its formation are
indicated.
The main goal of introducing the model into the educational process of the
university is to identify factors that effectively influence the formation of the
mathematical competence of future teachers in the process of their education. The
50
formation and development of the mathematical competence of the future
mathematics teacher is carried out in the educational, research and educational
processes. The integration of these processes improves the quality of training. The
competence composition of
the mathematical
competence of a mathematics
teacher includes:
• knowledge and skills in the subject area;
• possession of mathematical terminology;
• communicative competence;
•
willingness, ability, ability to develop the mathematical competence of
students;
• didactic and creative abilities, the ability to apply existing knowledge in
practice.
Formation of mathematical competence of students is realized at lectures,
practical classes, when performing independent work
in subjects in the specialty,
when passing pedagogical practice at school. It can be noted that lectures, practical
classes and various types of practices are potentially more productive in terms of
the formation of mathematical competence of future mathematics teachers.
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