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Selasa, 25 Agustus 2009

TRIGONOMETRY (TRIGONOMETRI)

1.Book of Trigonometry (Trigonometri)

  • Dave's Short Trigonometry Course
  • Lecture Notes on Algebra and Trigonometry
  • Trigonometry notes
  • 15 Trigonometry Notes
  • TRIGONOMETRY NOTES By STEVEN SY Copyright 2006
  • PLANE AND SPHERICAL TRIGONOMETRY
  • RIGHT TRIANGLE TRIGONOMETRY by Thomas E. Price Directory
  • The Wrong Trigonometry
  • Review of Trigonometry
  • Trigonometry sample chapters
  • Trigonometry Unit
  • Module TRIGONOMETRY
  • Basic Mathematics
  • Trigonometry 1
  • Mathematics, Trigonometry
  • An introduction to TRIGONOMETRY
  • A short course in Trigonometry
  • Complex Numbers and Trigonometry
  • Notebook on Trigonometry
  • Introduction to angles
  • Definition of the trigonometric functions
  • Right triangle trigonometry
  • Graphs of the sine and cosine functions
  • Other Graphs
  • Trigonometric identities
  • Trigonometric equations
  • Trigonometry from VCE
  • Reviewing Trignometry
  • SOS Trigonometry
  • Trigonometry A Review
  • Teach Yourself Trigonometry
  • Basic algebra and trigonometry

Book of number theory

1.Number Theory

CALCULUS (KALKULUS)

  1. CALCULUS (KALKULUS)
Calculus is one of the important subject in mathematichs, so i want to share for my friends who read this writen:

Minggu, 23 Agustus 2009

Book of Fourier Analysis (Analisis Fourier),Harmonic Analysis (Analisis Harmonik),Numerical Analysis (Analisis Numerik), and Real Analysis (Analisis Real)

Colection Book of Fourier Analysis (Analisis Fourier),Harmonic Analysis (Analisis Harmonik),Numerical Analysis (Analisis Numerik), and Real Analysis (Analisis Real)

  1. Fourier Analysis (Analisis Fourier)
2.Harmonic Analysis (Analisis Harmonik)
3.Numerical Analysis (Analisis Numerik)

4, Real Analysis (Analisis Real)

Jumat, 21 Agustus 2009

free mathematics (analysis)

Some of people think that mathematich analysis, real analysis and compleks analysis is hard, but i think it happen because of the lack of book as reference to help us to make it easy:

  • Mathematical Analysis
  • Compleks Analysis
  • Functional Analysis
  • Differential Analysis



























































































Kamis, 20 Agustus 2009

free mathematics books (Algebra)

To make mathehamatich to be an interesting for us and because of decreasing of free mathematics book, so i just can help you :

Algebra books
1.Algebra


2.Linear Algebra


3.Abstract Algebra


4.Commutative Algebra


5.Homological Algebra


6.Lie Algebra


7.Rings and Fileds


8.Complex Algebra


9.Elliptic Curves


10.Geometric Algebra


11.Groups Theory


12.Higher Algebra

Rabu, 19 Agustus 2009

Kumpulan soal soal OSN Kimia

Soal OSN Kimia 2004 Teori (doc)

Soal OSN Kimia 2004 Teori (pdf)

Soal OSN Kimia 2004 Essay

Soal OSN Kimia 2004 Praktek


Soal OSN Kimia ke IV Teori (doc)

Soal OSN Kimia ke IV Teori (pdf)

Soal OSN Kimia ke IV Essay

Soal OSN Kimia ke IV Praktek


Soal OSN Kimia ke V Teori (doc)

Soal OSN Kimia ke V Teori (pdf)

Soal OSN Kimia ke V Praktek


Soal OSN Kimia ke VI Teori (doc)

Soal OSN Kimia ke VI Praktek


Soal OSN Kimia ke VII Kabupaten

Soal OSN Kimia ke VII Provinsi


Soal OSN Kimia ke VIII



Soal OSN Kimia 2008 Kabupaten

Soal OSN Kimia 2008 Provinsi

Soal OSN Kimia 2008 Nasional

Kamis, 06 Agustus 2009

Problems an Solving of (MOCP) Mathematical Olympiads Correspondence Program

Here! i publish some problems and solutions of MOCP (Mathematich Olympiad Corespondence programs)

Problems MOCP 1997-1998


Problem Set 1 (PostScript)
Problem Set 2 (PostScript)
Problem Set 3 (PostScript)
Problem Set 4 (PostScript)
Problem Set 5 (PostScript)
Problem Set 6 (PostScript)
Problem Set 7 (PostScript)
Problem Set 8 (PostScript)

Problems MOCP 1998-1999


Problem Set 1 (PDF)
Problem Set 2 (PDF)
Problem Set 3 (PDF)
Problem Set 4 (PDF)
Problem Set 5 (PDF)


Problems 2000-2004

Problems 2000 ( volume 1)
Problems 2001 (volume 2)
Problems 2002 (volume 3)
Problems 2003 (volume 4)
Problems 2004 (volume 5)

Problems 2005

Olymon Issue 6:10

Olymon Issue 6:9 Olymon Issue 6:8 Olymon Issue 6:7 Olymon Issue 6:6 Olymon Issue 6:5 Olymon Issue 6:4 Olymon Issue 6:3 Olymon Issue 6:2 Olymon Issue 6:1 Problems 2006

Olymon Issue 7:8

Olymon Issue 7:7 Olymon Issue 7:6 Olymon Issue 7:5 Olymon Issue 7:4 Olymon Issue 7:3 Olymon Issue 7:2 Olymon Issue 7:1
Problems 2007

Olymon Issue 8:7

Olymon Issue 8:6 Olymon Issue 8:5 Olymon Issue 8:4 Olymon Issue 8:3 Olymon Issue 8:2 Olymon Issue 8:1 Problems 2008

Olymon Issue 9:9

Olymon Issue 9:8 Olymon Issue 9:7 Olymon Issue 9:6 Olymon Issue 9:5 Olymon Issue 9:4 Olymon Issue 9:3 Olymon Issue 9:2 Olymon Issue 9:1
Problems 2009

Olymon Issue 10:6

Olymon Issue 10:5 Olymon Issue 10:4 Olymon Issue 10:3 Olymon Issue 10:2 Olymon Issue 10:1

Problems and solution of APMO (Asian Pasific Mathematich Olympiad)

Except of IMO, APMO included the great Mathematich Competition that held in Asia every year!
i'm here to publish some problems and solutions that you can get it:

PROBLEMS AND SOLUTION OF (APMO) periode 1989-2006

APMO 1989 APMO 1990
APMO 1991 APMO 1992
APMO 1993 APMO 1994
APMO 1995 APMO 1996
APMO 1997 APMO 1998
APMO 1999 APMO 2000
APMO 2001 APMO 2002
APMO 2003 APMO 2004
APMO 2005 APMO 2006

Senin, 03 Agustus 2009

Problems and solutions of the Math League

Here!. I have Published some sample problems and solution of the Examination :

1. Sample 4th Grade Contest - Solutions

2. Sample 5th Grade Contest - Solutions
3.
Sample 6th Grade Contest - Solutions
4.
Sample 7th Grade Contest - Solutions
5.Sample 8th Grade Contest - Solutions
6.Sample High School Contest and Solutions
7.Sample Algebra 1 Contest - Solutions

Download Soal - Soal IMO (International Mathematic Olympiad)

This some of problems of IMO 1959 - 2009

Download :IMO 1959
Download : IMO 1960
Download : IMO 1961
Download :IMO 1962
Download :IMO 1963
Download :IMO 1964
Download :IMO 1965
Download :IMO 1966
Download :IMO 1967
Download :IMO 1968
Download :IMO 1969
Download :IMO 1970
Download :IMO 1971
Download :IMO 1972
Download :IMO 1973
Download :IMO 1974
Download :IMO 1975
Download :IMO 1976
Download :IMO 1977
Download :IMO 1978
Download :IMO 1979
Download :IMO 1980
Download :IMO 1981
Download :IMO 1982
Download :IMO 1983
Download :IMO 1984
Download :IMO 1985
Download :IMO 1986
Download :IMO 1987
Download :IMO 1988
Download :IMO 1989
Download :IMO 1990
Download :IMO 1991
Download :IMO 1992
Download :IMO 1993
Download :IMO 1994
Download :IMO 1995
Download :IMO 1996
Download :IMO 1997
Download :IMO 1998
Download :IMO 1999
Download :IMO 2000
Download :IMO 2001
Download :IMO 2002
Download :IMO 2003 1st day - 2nd day
Download :IMO 2004
Download :IMO2005
Download :IMO 2006
Download :IMO 2007
Download :IMO 2008
Download :IMO 2009

Problems of mathematic's

Problem 1

Find all the pairs of positive numbers (x, y) for which the function

has a minimum. Find the smallest possible minimum.

Problem 2

Prove that if the function f: R R satisfies the inequalities
f(x) x; f(x+y) f(x) + f(y)
for all real (x, y), then
f(x) x.

Problem 3

Prove that

Problem 4

Prove that the function g(x) = f(x) + f(ax) is periodic if and
only if a Q.
The function f(x) is given by

Problem 5

f(x) and g(x) are differentiable, non-constant functions. Prove
that if
a) f'(0)=0;
b) f(x+y) = f(x)f(y) - g(x)g(y);
c) g(x+y) = g(x)f(y) + g(y)f(x),
then
f2(x) + g2(x) = 1

Problem 6

Prove that if any function f: R R satisfies
one of these conditions, then it satisfies the other:
f(x+y) = f(x) + f(y);
f(xy+x+y) = f(xy) + f(x) + f(y).

Problem 7

Prove that if the non-constant function f: R R satisfies
the equation
f(x)f(y) = f(x+y)
for all real x and y and is differentiable for x = 0, then f(x) is
infinitely differentiable for all real x.

Problem 8

For any functions f, g: [0; 1] [0; 1], prove that if f
increases monotonically, then

Problem 9

Find

Problem 10

The differentiable functions f(x) and g(x) defined on [0; 1]
are such that
a) f(0) = f(1) = 1;
b) 153 f'(g(x)) + 41f(g'(x)) 0 for all x [0; 1].
Prove that g(1) g(0).

Kumpulan Soal OSN Matematika

Download Materi dan Pembahasan Kumpulan Soal OSN Matematika :

Mengingat Ketersediaan bahan yang menyangkut tentang Matematika amat sangat sedikit maka saya hanya dapat membantu sedikit dengan menyediakan beberapa file-file yang menurut saya penting dan berguna untuk diperoleh:







ini tambahan sedikit soal soal olimpiade 2006

Soal Olimpiade 2006 part I
Soal Olimpiade 2006 part II

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buat sharing mengenai matematika kunjungi email saya freddymarbun88@gmail.com
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