"OBRIGADO DEUS PELA VIDA,PELA MINHA FAMILIA,PELO TRABALHO,PELO PÃO DE CADA DIA,PROTEGENOS DO MAL"

Matematicas preuniversitarias,fisica preuniversitaria,algebra,geometria,trigonometria
mathematics,physics,geometry,Математика,College,Pre-College,vestibular universidades,olimpiadas de matematicas,Mathematical Olympiad,Algebra Problems,Geometry Problems,High School Geometry,Trigonometry Problems,Descriptive Geometry,Problems In Calculus Of One Variable,ECUACIONES DIFERENCIALES,problemas de fisica,Problems On Physics,Linear Algebra,Problems In Elementary Mathematics,Inequalities,Mathematics for high school students,EXAMENS DE ADMISION ALGEBRA.
   

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https://picasion.com/

BLOG DO ENG. ARMANDO CAVERO MIRANDA -BRASIL


sábado, 14 de dezembro de 2019

#184. ОЛИМПИАДНАЯ ТРИГОНОМЕТРИЯ (ОММО)-OLIMPIADA TRIGONOMETRIA

Олимпиада "Росатом" 2014-2015. Разбор заданий по математике


Problems of Mathematical Olympiads "- I. L. Babinskaya-И.Л.Бабинская. Задачи математических олимпиад


LINK
http://calameo.download/003596578029656b9d4c9

геометрия в задачах - мцнмо -Geometry in problems" - A. Shen

LINK:https://www.mccme.ru/free-books/shen/shen-geometry.pdf

Vol. 40. S. B. Gashkov. Centro de gravedad y geometría.-Вып. 40. С. Б. Гашков. Центр тяжести и геометрия

El folleto habla sobre métodos para calcular los centros de gravedad de varias formas geométricas: triángulos, polígonos, tetraedros, etc. Para una amplia gama de lectores interesados ​​en las matemáticas: estudiantes de secundaria, estudiantes, profesores.
LINK: https://www.mccme.ru/mmmf-lectures/books/books/book.40.pdf

Вып. 8. В. В. Острик, М. А. Цфасман. Алгебраическая геометрия и теория чисел: рациональные и эллиптические кривые-Vol. 8. V.V. Ostrik, M.A. Tsfasman. Algebraic geometry and number theory: rational and elliptic curves.



Вып. 8. В. В. Острик, М. А. Цфасман. Алгебраическая геометрия и теория чисел: рациональные и эллиптические кривые-Vol. 8. V.V. Ostrik, M.A. Tsfasman. Algebraic geometry and number theory: rational and elliptic curves.

 Many natural questions from number theory are beautifully solved by geometric methods, more precisely, by the methods of algebraic geometry, a field of mathematics that studies curves, surfaces, etc., given by systems of polynomial equations. In the book, this is shown by the example of several beautiful problems of number theory related to the Pythagorean theorem.

LINK:https://www.mccme.ru/mmmf-lectures/books/books/book.8.pdf

domingo, 8 de dezembro de 2019

EQUIPO DE PERU QUE PARTICIPARA EN LA 28ª Olimpiada Matemática Rioplatense-ARGENTINA


Este es el equipo peruano que viaja a Buenos Aires a participar en la 28ª Olimpiada Matemática Rioplatense, la última competencia internacional del año. La delegación está formada por estudiantes del Callao, Cañete, Chiclayo, Ica, Lima, Trujillo y San Martín. Éxitos!

PROF. Jesus Zapata Samanez
TWITTER:  @jesus_zs
https://twitter.com/jesus_zs/status/1203510299396935682