Suasana Kampus IAIN Salatiga

Suasana Kampus IAIN Salatiga

Jurusan Matematika berlokasi di Kampus 3 IAIN Salatiga di Jalan Lingkar Selatan Salatiga

Prodi Tadris Matematika IAIN Salatiga Meraih Akreditasi \

Prodi Tadris Matematika IAIN Salatiga Meraih Akreditasi \"B\"

Berdasarkan Keputusan BAN-PT Nomor 8266/SK/BAN-PT/Akred/S/XII/2020, peringkat akreditasi Program Studi Tadris Matematika pada Program Sarjana IAIN Salatiga ini mendapatkan nilai sebesar 333. Akreditasi ini berlaku selama lima tahun, terhitung dari tanggal 15 Desember sampai dengan tanggal 15 Desember 2025.

Jurusan Tadris Matematika Memiliki Ruang Laboratorium yang Memadai

Jurusan Tadris Matematika Memiliki Ruang Laboratorium yang Memadai

Demi kelancaran dan kenyamanan mahasiswa dalam proses pembelajaran, kampus menyediakan laboratorium yang modern.

Multimedia Pembelajaran Merupakan Keunggulan Jurusan Tadris Matematika

Multimedia Pembelajaran Merupakan Keunggulan Jurusan Tadris Matematika

Selain dibekali dengan ilmu matematika sekolah yang mumpuni, Jurusan Tadris Matematika menyiapkan mahasiswanya untuk menciptakan multimedia pembelajaran modern berbasis IT.

Model Prototipe Teknologi Circles Affection Tractor (CAT) dengan Metode Four in One

Model Prototipe Teknologi Circles Affection Tractor (CAT) dengan Metode Four in One

Mahasiswa Jurusan Tadris Matematika berpartisipasi dalam National Appropriate Technology Competition (NATCOM) 1.0 dengan inovasi teknologi Circles Affection Tractor (CAT) dengan Metode Four in One.

 

Silabus Aljabar Linear Lanjut Aljabar Linier Lanjut

Referensi :

  1. Anton, H & Rorres C. 2010. Elementary Linear Algebra Tenth Edition. John Wiley and Sons, New York.
  2. Beezer, R.A. 2012. A First Course in Linear Algebra. University of Puget Sound, Washington.
  3. Carrel, James.B. 2005. Fundamentals of Linear Algebra. University of British Columbia, Vancouver.
  4. Denton, T& Waldron, A. 2012. Linear Algebra In Twenty Five Lectures. The Khan Academy.
  5. Gozali, S.M. 2010. Aljabar Linear. Universitas Pendidikan Indonesia, Bandung.
  6. Hogben, L. 2007. Handbook of Linear Algebra. IOWA State University, Lowa.
  7. Lankham, I and Friends. 2007. Linear Algebra as An Introduction to Abstract Mathematics. University of California, Davis.
  8. Matthews, K.R.2013. Elementary Linear Algebra.Department of Mathematics University of Queensland, Queensland.
  9. Nugroho, D.B. 2009. Aljabar Linear. Fakultas Sains dan Matematika UKSW, Salatiga.

Valenza, R.J.1993. Linear Algebra An Introduction to Abstract Mathematics.Springer-Verlag, New York.

Silabus Logika Himpunan

Silabus Logika Himpunan Logila Himpunan

Referensi :

  1. Ferenczi, M& Szots M. 2011. Mathematical Logic For Aplications. Budapest University of Technology and Economic.
  2. Mangelep, N. 2009. Modul Logika Matematika. FMIPA Universitas Negeri Manado, Manado.
  3. Mendelson, E. 1997. Introduction to Mathematical Logic Fourth Edition. Chapman&Hall, New York.

Sugiarto, Hidayah Isti, 2011. Pengantar Dasar Matematika. Fakultas MIPA UNNES, Semarang.

Silabus Kalkulus Lanjut 2

Silabus Kalkulus Lanjut 2 Kalkulus Lanjut 2

Referensi :

  1. Agnew, R.P. 1962. Calculus (Analytic Geometri and Calculus with Vector). McGrawhill Inc, New York.
  2. Apostol, T.M. 1967. One Variable Calculus with an Introduction To Linear Algebra. John Wiley & Sons Inc, New York.
  3. Courant, R and John, F. 1965. Introduction to Calculus and Analysis. Courant Institut of Mathematical Science, New York.
  4. Granville, W.A. 1965. Elements of The Differential and Integral Calculus. Ginn and Company, Boston.
  5. Heri, Robertus. 2005. Buku Ajar Kalkulus I. Fakultas Matematika dan Ilmu Pengetahuan Alam UNDIP, Semarang.
  6. Leithold, Louis. 1987. The Calculus 7. Harper Collins College Publishers.
  7. Lestari, Dwi dkk. 2013. Kalkulus Dasar. Fakultas Matematika dan Ilmu Pengetahuan UNY, Yogyakarta.

Purcell dkk. 2007. Calculus. University Edwardsville, Illinois.

Silabus Kalkulus Lanjut 1

Silabus Kalkulus Lanjut 1 Kalkulus Lanjut 1

Referensi :

  1. Agnew, R.P. 1962. Calculus (Analytic Geometri and Calculus with Vector). McGrawhill Inc, New York.
  2. Apostol, T.M. 1967. One Variable Calculus with an Introduction To Linear Algebra. John Wiley & Sons Inc, New York.
  3. Courant, R and John, F. 1965. Introduction to Calculus and Analysis. Courant Institut of Mathematical Science, New York.
  4. Granville, W.A. 1965. Elements of The Differential and Integral Calculus. Ginn and Company, Boston.
  5. Heri, Robertus. 2005. Buku Ajar Kalkulus I. Fakultas Matematika dan Ilmu Pengetahuan Alam UNDIP, Semarang.
  6. Leithold, Louis. 1987. The Calculus 7. Harper Collins College Publishers.
  7. Lestari, Dwi dkk. 2013. Kalkulus Dasar. Fakultas Matematika dan Ilmu Pengetahuan UNY, Yogyakarta.

Purcell dkk. 2007. Calculus. University Edwardsville, Illinois.

Referensi Aljabar Linier Elementer

 

Judul Buku : Elementary Linear Algebra 10th Edition

Pengarang : Howard Anton

[Download Buku]

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Judul Buku : Elementary Linear Algebra

Pengarang : Mathews KR.

[Download Buku]

==================================================================================Judul Buku : Fundamental Of Linear Algebra

Pengarang : James B. Karel

[Download Buku]

==================================================================================Judul Buku : Handbook of Linear Algebra

Pengarang : Hogben Leslie

[Download Buku]

==================================================================================

Judul Buku : Aljabar Linier

Pengarang : Ghozali SM

[Download Buku]

==================================================================================Judul Buku : Aljabar Linier

Pengarang : Nugroho DB

[Download Buku]

==================================================================================

 

Silabus Aljabar Linear Elementer

Silabus Aljabar Linear Aljabar Linier Elementer

Referensi :

  1. Elementary Linear Algebra 10th Edition – Howard Anton [Download Buku]
  2. Elementary Linear Algebra – Mathews KR. [Download Buku]
  3. Fundamental Of Linear Algebra – James B. Karel [Download Buku]
  4. Handbook of Linear Algebra – Hogben Leslie [Download Buku]
  5. Aljabar Linier – Ghozali SM [Download Buku]
  6. Aljabar Linier – Nugroho DB [Download Buku]

Referensi

I.N. Heirstein – Abstract Algebra

I.N. Heirstein – Topics in Algebra

Silabus Gemetri Analitik Ruang

Silabus Gemetri Analitik Ruang Analitik Ruang

Referensi :

  1. Buekenhout, F. 1995. Handbook of Incidence Geometry: Buildings and Foundations. Elsevier, New York.
  2. Carus, P. 2010. The Foundations of Mathematics A Contribution to The Philosophy of Geometry. Nabu Press, London.
  3. Dixon, E.T. 1891. The Foundations of Geometry. George Bell and Sons, London.
  4. Hilbert, D. 1950. The Foundations of Geometry. The Open Court Publishing Company, Illinois.
  5. Sarjana, A. 2010. Geometri Ruang Buku Materi Pokok PEM Modul 1-9 Edisi 1. Penerbit Universitas Terbuka, Jakarta.
  6. Sharipov, R.A. 1998. Foundations of Geometry for University Students and High School Students. UFA, Samara.
  7. 2010. Bahan Ajar Geometri Dasar. Fakultas Matematika dan Ilmu Pengetahuan Alam UNNES, Semarang.
  8. Venema, G.A. 2011. Foundations of Geometry Second Edition. Prentice Hall, New Jersey.Silabus Aljabar linear elementer

Silabus Gemetri Dasar

Silabus Gemetri Dasar Geometri Dasar

Referensi :

  1. Buekenhout, F. 1995. Handbook of Incidence Geometry: Buildings and Foundations. Elsevier, New York.
  2. Carus, P. 2010. The Foundations of Mathematics A Contribution to The Philosophy of Geometry. Nabu Press, London.
  3. Dixon, E.T. 1891. The Foundations of Geometry. George Bell and Sons, London.
  4. Hilbert, D. 1950. The Foundations of Geometry. The Open Court Publishing Company, Illinois.
  5. Sharipov, R.A. 1998. Foundations of Geometry for University Students and High School Students. UFA, Samara.
  6. 2010. Bahan Ajar Geometri Dasar. Fakultas Matematika dan Ilmu Pengetahuan Alam UNNES, Semarang.
  7. Venema, G.A. 2011. Foundations of Geometry Second Edition. Prentice Hall, New

Silabus Geomerti Analitik

Silabus Geomerti Analitik  Geometrik Analitik

Referensi :

  1. Suhito & Wibowo, A. 2012. Bahan Ajar Perkuliahan Geometri Analitik. Fakultas Mipa dan Ilmu Pengetahuan Alam UNNES, Semarang.
  2. Rosyadi, A.A.P. 2012. Analytic Geometry. IKIP BUDI UTOMO, Malang.
  3. Susanto, 2012. Geometri Analitik Ruang. Fakultas Keguruan dan Ilmu Pendidikan Universitas Jember, Jember.
  4. Vossler, D.L. 2000. Exploring Analytic Geometry With Mathematica. Academic Press, New York.
  5. Bernald K & Hill, D. 2007. Elementary Linear Algebra With Application 9th Edition. Prentice Hall, New Jersey.

PROGRAM STUDI TADRIS MATEMATIKA

INSTITUT AGAMA ISLAM NEGERI SALATIGA

VISI

“Mewujudkan Jurusan yang Unggul dan Inovatif dalam bidang Pendidikan Matematika Berbasis Pada Nilai Keislaman dan keindonesiaan Pada Tahun 2030”

 

MISI

  1. Menyiapkan pendidik matematika yang unggul dan inovatif berbasis pada nilai keislaman dan keindonesiaan.

  2. Menyelenggarakan penelitian inovatif di bidang pendidikan matematika berbasis pada nilai keislaman dan keindonesiaan.

  3. Menyelenggarakan pengabdian kepada masyarakat yang berdasarkan impementasi dari hasil-hasil penelitian.