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GERAKAN REFORMASI UNTUK MENGGALI DAN MENGEMBANGKAN NILAI-NILAI MATEMATIKA UNTUK MENGGAPAI KEMBALI NILAINILAI LUHUR BANGSA MENUJU STANDAR INTERNASIONAL PENDIDIKAN



Oleh :Dr. Marsigit M.A.

Kesimpulan membaca oleh :
Rakhmatika S.W/10305144046
http://rakhmatika-wardhani.blogspot.com


In the field of education, teachers need to continually evaluate deficiency or excess of teaching in order to obtain information for improvement of teaching, if you need to learn new techniques are more attractive and effective. For that teachers need to receive encouragement and assistance from relevant parties, especially the principal and school inspector, so that they can realize teaching is good, but it is important to the role and functions of school principals, inspectors and Supervisors redefined return to conditions more conducive to the educational environment teachers and students to develop themselves. A teacher can reflect the style of teaching is good and flexible if the teacher is concerned to master the ways of organizing the classroom, teaching use of resources, achievement of the goal of teaching students according to ability, development of evaluation systems, the handling of individual differences, and the realization of a particular teaching style according to the needs . Required a 'political will' of the government to put education back to nature 'educate' in accordance with the essence of 'subject learners' and the nature of 'science', so that education is not only seen as something that is 'required' but something that is 'required' by learner, so that education is not only looking at the subject of students as 'investment' as the subject of development but that needs to be 'developed'.

STRATEGI MENYIAPKAN SDM MENUJU SEKOLAH DASAR BERSTANDAR NASIONAL DAN INTERNASIONAL



Disampaikan Pada:
Workshop Meretas Jalan menuju SDSN Yang Profesional dan
Mandiri
Sabtu, 27 Maret 2010
RSBG Jl. Kartini
Temanggung, Jawa Tengah
Oleh
Dr. Marsigit, M.A
Universitas Negeri Yogyakarta

Kesimpulan oleh :
Rakhmatika Sri Wardhani/10305144046
http://rakhmatika-wardhani.blogspot.com

So great and the hustle and bustle of teacher professional development in Indonesia in the last decade, in which lead to teacher certification activities. Government's commitment to design and implement certification activities would have invited a sense of admiration for teachers overseas. But behind the brilliant achievement was, in fact there are still substantial side that is how far teachers are deemed to have professionals able to implement truly innovative learning in accordance with the essence and meaning of the most basic of self-students, schools, and educational theories and paradigms that support. The development of global education, marked by a shift of the center point of education (learning) from the educator to the learner. The results show that puts the learner as the central point (central) in education will provide a broad and different implications than by placing educators as a central point. 'Transfers of knowledge' of teachers to pupils has been regarded as a paradigm less appropriate to the nature of educating. As an alternative then began to develop a new paradigm of 'developing' as an effort to develop the potential learner. Thus the role of teachers has also experienced a shift from a teacher who serves as a conduit of knowledge to serve as facilitators in the learning process. If the development of education, including RSBI or SBI in Indonesia will refer to the trends occurring globally then the problem is how far the teachers are able to change the attitude and outlook 'as a science that is taught by the teachers' becoming' is a science that needs to be studied by students'.
Innovation learning needs to be done so that students can develop critical and creative power. Professionalism of teachers will eventually be achieved if the efforts done in synergy with either by teachers, schools, communities and governments to be able to do revitalization learning fundamentally and comprehensively. International Standard School (SBI) needs to develop a learning perspective or an international education so that teaching and learning process conducted able to overcome these problems.

PERAN INTUISI DALAM MATEMATIKA MENURUT IMMANUEL KANT




Marsigit
Fakultas Matematika dan Ilmu Pengethuan Alam,
Universitas Negeri Yogyakarta

Kesimpulan oleh :
Rakhmatika Sri Wardhani/10305144046
http://rakhmatika-wardhani.blogspot.com

Kant's view of mathematics can contribute significantly in terms of the philosophy of mathematics, especially regarding the role of intuition and the construction of mathematical concepts. Some authors argue that Kant's philosophy of geometry to depart from the bridge to the philosophy of arithmetic and algebra philosophy. But if you listened further, the views of Kant's more based on the role of intuition for the concepts of mathematics and just rely on the concept of construction as was the case in Euclidean geometry. According to Kant (Kant, I., 1781) mathematics is a reason that is constructing the concepts are synthetic a priori in concepts of space and time. Intuition spatial and time in general, which in turn is considered the underlying mathematics. Kant (Kant, I., 1787) argues that the propositions of arithmetic should be synthetic in order to obtain new concepts. If only rely on the analytical method, then it will not be obtained for new concepts. In his Prolegomena, Kant describes the inference of geometry in everyday life that the left hand is not congruent with the right hand. According to Kant, the concept of "hands" here is not adequately understood only by empirical intuition, but in an empirical intuition is contained abstract concept of "hands" and the concept of "not congruent" synthetically derived. According to Kant, this process can be applied to understand the concepts of geometry. According to Kant, with the intuition of mind, we hold the ratio of the argument (mathematics) and combine the decisions (mathematics). Decision mathematics is the awareness that complex cognition that have the characteristics: a) relating to the objects of mathematics, either directly (through intuition) or indirectly (through concepts), b) include both mathematical concepts and the concepts entirely on predicate subjects, c) is a pure reasoning in accordance with principle pure logic, d) involve the laws of mathematics are constructed by intuition, and e) state the truth value of a mathematical proposition.

PENDEKATAN MATEMATIKA REALISTIK PADA PEMBELAJARAN PECAHAN DI SMP



Oleh : Dr. Marsigit, M.A
Kesimpulan oleh :
Rakhmatika Sri Wardhani/10305144046
http://rakhmatika-wardhani.blogspot.com


From the research that the author, it can be concluded that:
student:
1.student should be given opportunities to explore and reflect on alternative concepts about ideas that affect learning fractions later.
2.Student should be given opportunities to explore and acquire new knowledgeabout fractions by establishing that knowledge to himself.
3.Student need to be given the opportunity to acquire knowledge as a process of change that includes the addition, creation, modification, refinement, and rearrangement of rejection.
4.Student need to be given the opportunity to acquire new knowledge about fractions which was built by students for itself derived from a set range of experience.
5.Student need to be given the opportunity to understand, and implement working on fractions.
Teachers need to revitalize yourself so that:
1. Making himself as a facilitator
2. Able to develop interactive learning
3. Being able to provide an opportunity for students to be active.
4.Able to develop curriculum and syllabus and curriculum is actively linked with the real world, both physically and socially.
5.Able to develop learning scenarios:
a.Scheme Interaction: Classical, Group Discussion, Individual Activities
b.Scheme Achieving Competency: Motivation, Attitude, Knowledge, Skill, and
6.
Experience

Pembudayaan Matematika di Sekolah Untuk Mencapai Keunggulan Bangsa



oleh : Dr. Marsigit,M.A
Kesimpulan oleh :
Rakhmatika Sri Wardhani/10305144046
http://rakhmatika-wardhani.blogspot.com
Materially, mathematics can be either concrete objects, pictures or models of cubes, colorful emblem or large numbers of small, square-shaped pond, pyramid-shaped roofs, the pyramids in Egypt, easel-shaped roof of a right triangle , wheel-shaped circle, and so on. Formally, the mathematics may take the form of pure mathematics, mathematical axiomatic, formal mathematics or mathematics deductively defined. Normatively, then we not only learn mathematics, both materially and formally, but we deal with values ​​or value that is in reverse mathematics. As for the metaphysical, mathematical dimensions reveal different levels of meaning and value can only be achieved by metakognis.
To be able to cultivate the necessary mathematical understanding of the meaning of mathematics in various dimensions. Dimensional mathematical meaning can be seen from the side dimensions of mathematics to objects and concrete objects to obyekobyek dimensional mathematical mind. Mathematical communication includes communication materials, formal communication, the communication of normative and spiritual communication. In relation to the learning of mathematics then we are more suitable to define mathematics as the mathematics school, but for college-level mathematics as we define a formal mathematical or axiomatic. Acculturation of mathematics can contribute to the nation through innovation excellence of learning mathematics that is done continuously. In relation to gain superiority nation then we can think about mathematics, teaching mathematics and mathematics education at various levels of hierarchy levels or intrinsic, extrinsic or systemic.

MENGEMBANGKAN NILAI-NILAI FILOSOFIS MATEMATIKA DALAM PEMBELAJARAN MATEMATIKA MENUJU ERA GLOBAL



Dipresentasikan pada Stadium Generale UIN, 24 Desember 2004
Oleh : Dr. Marsigit, M.A.

Kesimpulan oleh : Rakhmatika  Sri Wardhani/10305144046

Mathematical meaning stretched from what is understood by Socrates, Plato, Immanuel Kant to contemporary philosophy. Pragmatically, mathematics can be viewed as the science of the real world where many mathematical concepts emerge from human attempts to solve
real world problems such as measurement of the geometry, the motion of objects in the calculus, estimates on probability theory, etc.. But more than that, mathematics is also used for other sciences, then there are also terms corresponding to the sciences, for example relating to the mechanics, astronomy, chemistry, biology and so on. The structuralist view of mathematics as an abstract structure that is unrelated to physical objects. Symbols used in the mathematical structure is also not associated with physical objects; symbol is an agreement to appoint a meaning or significance, such as occurs in the structure of algebra, group theory, ring theory, field theory, and so on. Meanwhile metamatematika use his own language to explain the mathematics itself.
Math scores can be seen from the context of ontological, epistemological and axiological within the limits of intrinsic value, extrinsik and systemic. For a self-study mathematics then the lowest value of mathematics is that if only his own use, a higher value if math can be used for public interest. But the highest math scores is if it can be used systemically for wider interest. But the values ​​of mathematics that is developed should be coupled with critical thinking because mathematics is none other than critical thinking itself. The sharpness of the future of mathematics can wander through the concept of teleology that what happens in the future at least be photographed through the present. Nevertheless there are still other values ​​are related to levels of quality. At first the quality of math scores only appear on the outside, but on the quality of the second and third and so on then the value of mathematics is metaphysical. With analog thinking then what happens to the disclosure of the value of mathematics can be used also in the disclosure of the noble values ​​of the nation. The value can be achieved noble nation back none other than simply by the method of translating and translated from the context of the passage of time past, present, and future. This is then known people with hermenitika method. In the field of education, teachers need to continually evaluate deficiency or excess of teaching in order to obtain information for improvement of teaching; if you need to learn new techniques are more attractive and effective (Alexander, et al, in Bourne, 1992). For that teachers need to receive encouragement and assistance from relevant parties, especially the principal and school inspector, so that they can realize a good teaching; but it is important to the role and functions of school principals, inspectors and Supervisors redefined return to conditions more conducive to the educational environment teachers and students to develop themselves. A teacher can reflect the style of teaching is good and flexible if the teacher is concerned to master the ways of organizing the classroom, teaching use of resources, achievement of the goal of teaching students according to ability, development of evaluation systems, the handling of individual differences, and the realization of a particular teaching style according to the needs . Required a 'political will' of the government to put education back to nature 'educate' in accordance with the essence of 'subject learners' and the nature of 'science', so that math education is not only seen as something that is 'required' but something that is 'required' by s learner, that education does not just look at students as subjects 'investment' as the subject of development but that needs to be 'developed'.

Memanfaatkan Microsoft Word 2007 Sebagai Media Pembelajaran Geometri di SMP



Oleh :
Dr. Marsigit M.A.
Jurusan Pendidikan Matematika,
FMIPA Universitas Negeri Yogyakarta
Kesimpulan membaca oleh:
Rakhmatika Sri Wardhani/10305144046
http://rakhmatika-wardhani.blogspot.com

Geometry in junior high instructional media developed as the business implications of achieving the Standard Competency and competency in basic as tercamtum Education Unit Level Curriculum (SBC). Development of instructional media geometry is determined also by the methods and types of learning approaches that teachers do. On the other hand, computers today are widely used in school-sekolah.Pemanfaatan computers, particularly Microsoft Word 2007 is one of the efforts of teachers in the use of existing learning resources. Use of Microsoft Word 2007 software can be done easily because the software is available on all computers baru.Keterampilan generation makes the basic wake geometry using Microsoft Word 2007 facilities can be developed to make the wake-up more complex geometries, such as wake-up 3-dimensional geometry . Skills can be enhanced to study aspects of the geometry with a higher standard of competence, for example, to determine the value of phi. From the above description it can be deduced as follows:

a. Use of Microsoft Word 2007 relatih easily done by the teacher because the software is contained in almost every new computer generation.
b. Use of Microsoft Word 2007 will add to the motivation and pleasure in learning geometry.
c.Siswa can use Microsoft Word 2007 to study the geometry either independently or through collaboration.
d. By using Microsoft Word 2007, students can conduct an investigation or inquiry of geometry concepts.
e. Using Microsoft Word 2007, students can perform activities of problem solving or mathematical problem solving.
f. Using Microsoft Word 2007, students can communicate the results to both the teacher and to other friends.