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The
idea for "Kangaroo" started in the 1980’s in Australia,
and its originator was Peter O’ Halloran, a famous mathematician
and teacher. The goal of the competition is to evoke interest in
mathematics in larger and larger numbers of youths around the world.
The "Kangaroo" questions contain interesting problems
of algebra, geometry, logic, and other areas of mathematics. Because
there are no qualifying contests, all who are willing can participate
in the competition. International Kangaroo Mathematics Contest (also
known as Mathematics without Borders) is an international event
guided by the International Association “Mathematiques Pour Tous”
(Mathematics for all). Association was created in 1990 and now unites
more than 30 countries from all over the world. Pakistan was admitted
as the member of the Association in October 2004. The responsibility
for conducting this International Mathematics Contest in Pakistan
is taken by the Pakistan Kangaroo commission established
in Abdus Salam School of Mathematical Sciences, GC University Lahore.
In 1991, "Kangaroo"
came to Paris, and from there it was propagated throughout the world.
The world "Kangaroo" center, which coordinates the competition
in the various countries, was founded in 1994 in Paris.In Pakistan
, the competition was first organized in 2005. Today, it takes place
in nearly every European country and in North America. The objective
is to bring it to even more countries. The reputation of the competition
is affirmed by the UN D’Alanbert Prize, and support received from
UNESCO.
In the Pakistan
each student receives the problems in two languages i.e. Urdu and
English. The competition is open to everyone. Each country awards
its own participants. Countries results are not compared. Consequently,
the idea of attracting students through "positive reinforcement"
is realized. In Pakistan those who are place first in the competition
are admitted to different technical and mathematical programs at
colleges and universities. Many of the winners take part in international
trips and camps organized internationally Etc.
By preparing for
the "Kangaroo," young people begin to understand mathematics.
With understanding comes a liking for the subject. More than one
young person begins desiring to take Advanced courses, which for
them means beginning at a higher level. But, most of all, their
ability to solve problems, perform calculations, think, and their
self-confidence are increased. The best universities invite them,
and their future looks very promising.
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