CBSE Group Maths Olympiad Sample Papers

Hello Sir here I am searching for the Central Board of Secondary Education Group Maths Olympiad sample papers so please can you give me the sample papers and tell me from where I can download the sample papers?

We are uploading the CBSE Regional Mathematics Olympiad Previous Year Papers here. You can download the papers after doing registration.

Attached Files Available for Download

	CBSE Regional Mathematics Olympiad Papers 2005.pdf (69.0 KB, 1062 views)
	CBSE Regional Mathematics Olympiad Papers 2006.pdf (66.6 KB, 812 views)
	CBSE Regional Mathematics Olympiad Papers 2007.pdf (83.3 KB, 948 views)

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air how can i reduce my pressure on maths

hi friends this s first time i am participation in this maths olympaid
i want to know whether the answer sheet consists on circles we have to round up the circles (we usually do in scholarship exams with pencil or black pen either) or we have to solve whole of the sums in a blank answer sheet moreover anyone know how many questions come in there. please do reply as early as possible.
Thank you
Regards Praddyumna

Anyoe knows how is the answer sheet of this paper do we have to solve it on a blank paper or we have to darken the circles (answers done in exams like the scholership one)

i wanna know whetgher exam is objective type

Hello Sir here I am searching for the Central Board of Secondary Education Group Maths Olympiad sample papers so please can you give me the sample papers and tell me from where I can download the sample papers?[/QUOTE]

here I am Providing you the CBSE Regional Mathematics Olympiad Previous Year Papers

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Answered By StudyChaCha Member

The Mathematics Olympiad exam (annual) is a mathematical talent search examination organizes by CBSE board of education.. here I am giving you question paper for maths Olympiad examination of CBSE.

Some question are given below :
1. Let ABC be an acute-angled triangle. The circle _ with BC as diameter intersects AB and
AC again at P and Q, respectively. Determine \BAC given that the orthocentre of triangle
APQ lies on _.
2. Let f(x) = x3 + ax2 + bx + c and g(x) = x3 + bx2 + cx + a, where a; b; c are integers with
c 6= 0. Suppose that the following conditions hold:
(a) f(1) = 0;
(b) the roots of g(x) = 0 are the squares of the roots of f(x) = 0.
Find the value of a2013 + b2013 + c2013.
3. Find all primes p and q such that p divides q2 _ 4 and q divides p2 _ 1.

5. Let ABC be a triangle with \A = 90
and AB = AC. Let D and E be points on the segment
BC such that BD : DE : EC = 3 : 5 : 4. Prove that \DAE = 45
6. Suppose that m and n are integers such that both the quadratic equations x2 + mx

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Answered By StudyChaCha Member