INEQUALITY IN TRIANGLE-666

Homepage / Proposed problems / Geometry / INEQUALITY IN TRIANGLE-666

INEQUALITY IN TRIANGLE-666

Posted on December 29, 2017 by ssmrmh

Proposed by George Apostolopoulos-Messolonghi-Greece

INEQUALITY IN TRIANGLE-666

Solution 1 by Mehmet Sahin-Ankara-Turkey, Solution 2 by Soumava Chakraborty-Darkhan-Mongolia

Posted in GeometryTagged George Apostolopoulos, Inequality, Mehmet Sahin, Soumava Chakraborty, Triangle

RMM

Romanian Mathematical Magazine

The Romanian Mathematical Magazine appears in four editions: Spring, Summer, Autumn and Winter. Each issue contains proposed problems for juniors, seniors, undergraduates and math articles.

We are glad to publish in RMM author’s problems and articles from all over the world.

Latest Articles

ABOUT SOME ION IONESCU’S INEQUALITIES 06/24/2019
A GENERALIZATION OF FINSLER-HADWIGER’S INEQUALITY 06/24/2019
SOLVED PROBLEMS 06/19/2019
RMM-TRIANGLE MARATHON 1101-1200 06/17/2019
TOPOLOGICAL SHAPES AND THEIR SIGNIFICANCE 06/05/2019

Contacts

dansitaru63@yahoo.com

Bld. Carol, nr. 6, Drobeta Turnu Severin, România.