PENDEKATAN MATEMATIKA REALISTIK PADA
PEMBELAJARAN PECAHAN DI SMP
Disampaikan pada
Pelatihan Nasional PMRI Untuk Guru SMP
Di Yogyakarta
3, 4, 5 Juni 2010
Oleh
Dr. Marsigit
Jurusan Pendidikan Matematika,
FMIPA Universitas Negeri Yogyakarta
Reviewed by: Felisitas Sayekti
Purnama U (09301241007)
Student of Mathematics Education 2009 in Yogyakarta State
University
(http://felisitassayekti.blogspot.com)
Fraction was studied by
secondary school students. The purpose of learning fractions in school as
follows:
1.
Solve problems
and find the concept of numbers contextual broke from contextual problems are
solved.
2.
Understand
the concept of numbers broke out, explain the link between concept and apply
the concept of numbers broke, flexibly, accurately, efficiently, and
appropriately, in solving problems.
3.
Using the
reasoning on the pattern and nature, to manipulate and make generalizations
about the numbers break.
4.
Communicating
the concepts and use numbers broken.
5.
Having respect
for the usefulness numbers break in daily life.
Mathematics realistic
approach is suitable for the type of learning fractions in school. Type of
having realistic characteristics buttom-up approach in which students develop
their own models and then the model is used as the basis for developing formal
mathematics. There are two kinds of models that occur in the process that is a
model of the situation (a model of situation) and a model for
mathematical (formal model for mathematics). Four-phase
model of Realistic Mathematics learning is:
1.
Preliminary
2.
Creation and
development of symbolic model
3.
Explanation and
reasons
4.
Closing / application
Development of
mathematical concepts through "Iceberg" PMRI are:
1.
Formal abstract
2.
Builder knowledge
3.
Formation
scheme
4.
Real
world
The most important thing in learning
fractions through PMRI are:
1.
Students should
be given opportunities to explore and reflect on alternative concepts about
ideas that affect learning fractions later.
2.
Students should
be given opportunities to explore and acquire new pengetahauan about fractions
by establishing that knowledge to himself.
3.
Students should
be given opportunities to acquire knowledge as a process of change that
includes the addition, creation, modification, refinement, and rejection
realignment.
4.
Students should
be given opportunities to acquire new knowledge of fractions built by students
for itself derived from a set of diverse experiences.
5.
Students should
be given opportunities to understand, and implement work fractions.
Teacher need to revitalize itself so
that:
1.
As himself as a
facilitator.
2.
Able to develop
interactive learning.
3.
Being able to provide the
opportunity for students to be active.
4.
Able
to develop curriculum and syllabus and curriculum actively associate with the
real world, both physically and socially.
5.
Able to develop
learning scenarios Interaction Scheme namely: classical, Group Discussion,
Individual Activities and Achievements Scheme Competency: Motivation, Attitude,
Knowledge, Skill, and Experience.
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