MACHUPICHU MARAVILHA DO MUNDO

"Two things are infinite: the universe and human stupidity; and I'm not sure about the the universe." ALBERT EINSTEIN - “SE SEUS PROJETOS FOREM PARA UM ANO,SEMEIE O GRÂO.SE FOREM PARA DEZ ANOS,PLANTE UMA ÁRVORE.SE FOREM PARA CEM ANOS,EDUQUE O POVO.” "MATH IS POWER TO CHANGE THE WORLD AND THE KEY TO THE FUTURE"

sexta-feira, 29 de agosto de 2014

Nikol'skii Problemas seleccionados en las matemáticas superiores




































LINK
http://www.mediafire.com/?agkdk3mkoylsk16

BOGOMOLOV COLECCION DE PROBLEMAS DE MATEMATICAS


EL ALGEBRA A PARTIR DEL ANALISIS,CALCULO DIFERENCIAL E INTEGRAL,ECUACIONES DIFERENCIALES,GEOMETRIA ANALITICA PLANA,GEOMETRIA SOLIDA,ELEMENTOS DE LA TEORIA DE LA PROBABILIDAD Y LA ESTADISTICA MATEMATICA,UN GRAN NUMERO DE EJEMPLOS PRACTICOS
LINK
https://www.mediafire.com/?q5st69x92xre2la

CONFERENCIAS MATEMATICAS SUPERIORES CURSO COMPLETO


CONFERENCIAS MATEMATICAS SUPERIORES
PAGINA ORIGINAL EN RUSO
http://eek.diary.ru/p47754007.htm
ENLACE AL LIBRO DIRECTO
https://www.mediafire.com/?oqi5o71j42opbw4

Problemas de las matemáticas superiores II – A. Efimov, B. Demidovich






SURFANDO EN LAS ONDAS DE LA WEB LO ENCONTRE EN:
http://www.fullengineeringbook.blogspot.com.br/2014/08/problemas-de-las-matematicas-superiores_16.html

LINK DIRECTO
http://adf.ly/rCVvz

quinta-feira, 28 de agosto de 2014

Problemas de las matemáticas superiores I – Redactor A. Efimov, B. Demidovich


El presente libro es obra de un grupo de profesores de centros de enseñanza técnica superior, autores de trabajos ya publica­dos sobre diferentes temas de análisis matemático. Es el resultado de largos años de enseñanza de la disciplina por parte de los autores en los cen­tros de enseñanza menciona­dos. La redacción general del libro ha sido hecha por el Profesor, Doctor en Ciencias Físico-Mate­máticas A. Efímov y B.
LINKS ORIGINALES
LINK1
http://www.fullengineeringbook.blogspot.com.br/2014/08/problemas-de-las-matematicas-superiores_50.html
LINK DIRECTO
http://adf.ly/rCXLJ

quarta-feira, 27 de agosto de 2014

Indian Institute of Technology Joint Entrance Examination JEE Advanced Paper 1 Solutions 2013


The Indian Institutes of Technology Joint Entrance Examination (IIT-JEE) was an annual engineering college entrance examination in India. It was used as the sole admission test by the fifteen Indian Institutes of Technology (IITs), Indian School of Mines (also known as ISM Dhanbad) and IIT BHU. The examination was organised each year by one of the various IITs, using a round robin rotation pattern. It had a very low admission rate (about 10,000 in 500,000 in 2011).
DOWNLOAD FULL
http://www.examrace.com/d/pdf/4a28830/JEE-Advanced-Paper-1-Solutions-2013.pdf

All India Engineering Entrance Examination (AIEEE)-2011-INDIA


All India Engineering Entrance Examination (AIEEE)-2011-INDIA
The All India Engineering Entrance Examination (AIEEE), was an examination organised by the Central Board of Secondary Education (CBSE) in India. Introduced in the year 2002, this national level competitive test is for admission to various under-graduate engineering and architecture courses in institutes accepting the AIEEE score, mainly 30 National Institutes of Technology (NITs) and 5 Indian Institute of Information Technology (IIITs).
LINK
http://www.examrace.com/d/pdf/ca0347fe/AIEEE-Paper-2010-Solved.pdf 

PHYSICS Exemplar Problems Class XI National Council of Educational Research and Training (NCERT) INDIA


PREFACE The Department of Education in Science and Mathematics (DESM), National Council of Educational Research and Training (NCERT),INDIA, initiated the development of ‘Exemplar Problems’ in science and mathematics for secondary and higher secondary stages after completing the preparation of textbooks based on National Curriculum Framework – 2005. The main objective of the book on ‘Exemplar Problems in Physics’ is to provide the teachers and students a large number of quality problems with varying cognitive levels to facilitate teaching-learning of concepts in physics that are presented through the textbook for Class XI. It is envisaged that the problems included in this volume would help the teachers to design tasks to assess effectiveness of their teaching and to know about the achievement of their students besides facilitating preparation of balanced question papers for unit and terminal tests. The feedback based on the analysis of students’ responses may help the teachers in further improving the quality of classroom instructions. In addition, the problems given in this book are also expected to help the teachers to perceive the basic characteristics of good quality questions and motivate them to frame similar questions on their own. Students can benefit themselves by attempting the exercises given in the book for self assessment and also in mastering the basic techniques of problem solving. Some of the questions given in the book are expected to challenge the understanding of the concepts of physics of the students and their ability to apply them in novel situations.
 DOWNLOAD LINK: http://www.examrace.com/d/pdf/1fe3b595/NCERT-Class-11-Physics-Problems.pdf

MATHEMATICS EXEMPLAR PROBLEMS Class X National Council of Educational Research and Training INDIA

MATHEMATICS EXEMPLAR PROBLEMS Class X National Council of Educational Research and Training INDIA
LINK
http://www.examrace.com/d/pdf/95883099/NCERT-Class-10-Mathematics-Problems.pdf

MATHEMATICS EXEMPLAR PROBLEMS Class XI National Council of Educational Research and Training INDIA


PREFACE The Department of Education in Science and Mathematics (DESM), National Council of Educational Research and Training (NCERT),INDIA, initiated the development of ‘Exemplar Problems’ in science and mathematics for secondary and higher secondary stages after completing the preparation of textbooks based on National Curriculum Framework–2005. The main objective of the book on ‘Exemplar Problems in Mathematics’ is to provide the teachers and students a large number of quality problems with varying cognitive levels to facilitate teaching learning of concepts in mathematics that are presented through the textbook for Class XI.
 LINK 1: http://www.examrace.com/d/pdf/80386fd7/NCERT-Class-11-Mathematics-Problems.pdf

VISITANDO A FEIRA EMBEDDED SYSTEM CONFERENCE BRAZIL 26-27 AGOSTO 2014