THE CBSE MATHEMATICS OLYMPIAD 2009
You are aware that Central Board of Secondary Education has been conducting Group Mathematics Olympiad every year. The competition is held at selected venues in different parts of the country and aims at identifying, promoting and nurturing talent in the subject. This is to inform you that this year’s said competition will be held on Sunday, 29th November 2009 at identified centers.
BACKGROUND INFORMATION
Mathematical Olympiads are the competitions conducted by different organizations to identify, encourage, promote and nurture the talent in Mathematics at State, Regional, National and International levels.
After having been accorded the status of an independent group by National Board of Higher Mathematics (NBHM) in 1997, Central Board of Secondary Education, Delhi has been conducting CBSE Group Mathematical Olympiad for students studying in its affiliated schools.
The said competition will be conducted on fourth Sunday of November at different centers located in different parts of the country. Top 30 students from CBSE group will then participate in Indian National Mathematical Olympiad (INMO) conducted by National Board of Higher Mathematics (NBHM). Selection at National level leads to participation at the international Mathematical Olympiad
OBJECTIVES OF MATHEMATICAL OLYMPIAD
The role of Mathematics cannot be denied in the age of rapid technological advancements and innovations. The broad objectives of conducting mathematical Olympiad include:
Identifying talent in Mathematics
Providing opportunities to young and talented students to solve challenging problems in Mathematics.
Promoting excellence in Mathematics
Encouraging talented students to pursue carriers in the fields related to Mathematics.
WHO CAN PARTICIPATE IN CBSE GROUP MATHEMATICAL OLYMPIAD?
a) Any student studying in class XII, XI, X or IX can participate in the competition. However, there will be a common question paper for all participants.
b) A school can sponsor upto 5 students for the competition.
c) The five students should be selected strictly on the basis of a screening test conducted by the school itself.
FEE TO BE PAID
Every sponsored candidate shall remit a sum of Rs.35/- as entry fee for the examination. The fee of the candidates should be forwarded by the Principal of sponsoring school to the state coordinator in the form of demand draft in favour of the Principal of the venue school. The list of state coordinators appears at the end of this folder.
DATE OF EXAMINATION
a) Thirteenth CBSE group Mathematical Olympiad 2009 will be held on Sunday, 29th November 2009 at the centres notified at the end of this folder.
b) The examination will commence at 1.00 p.m. 4.00 p.m.
c) The duration of the examination will be 3 hours.
LAST DATE FOR APPLYING
The fee along with the desired information about the sponsored students should reach the State Coordinator by 21 October, 2009. In no case should the fee or documents be sent to the Board.
HOW TO APPLY?
a) The Head of Institution will forward the names of sponsored students to the state coordinator nominated by the Board.
b) The information about the sponsored candidates including name, father’s name, date of birth, school address, class, residential address, total marks obtained in the class one lower than in which he/she is studying, should be sent to the state coordinator along with the fee before the last date.
c) The sponsored candidates should be bonafide students of the institution.
d) The admit card to be issued by the sponsoring school should have complete information about the students.
e) The admit card should also carry the signature of the student and his/her latest photograph duly attested by the Principal.
VENUE FOR THE EXAMINATION
a) The Group Mathematical Olympiad will be held at one or two venues in each state as listed in the folder.
b) Every candidate is required to appear at the venue in his/her state only. No change of venue for the examination will be admissible.
c) Every candidate has to bear the expenditure for his/her transport, boarding and lodging etc.
d) In case of candidates studying in Gulf schools, the schools will have to make arrangement for candidate to appear at the identified centre.
e) The state coordinator will inform all the participating schools about the roll nos. of the candidates, exact venue, date of examination, time of examination and the other details.
MEDIUM OF EXAMINATION
The question paper will be made available in English Medium. The candidates are required to answer in the English medium.
SYLLABUS AND PATTERN OF EXAMINATION
There is no specific syllabus for the examination. Areas of school Mathematics such as algebra, geometry, basic number theory, trigonometry, arithmetic, combinatorics etc. are to be prepared for the test. The question paper will consist of 6-7 questions of non-routine
nature.
CONDUCT OF GMO
1) The Coordinator will act as the Centre Supdt. for the examination at his/her centre. He/she will appoint invigilator as per CBSE examination norms.
2) In addition to invigilators, the Centre Supdt. may appoint one clerk/peon for the conduct of the examination.
QUESTION PAPERS
a) The question papers will be sent by CBSE to the State/Regional Coordinator directly in advance.
b) The coordinator shall keep the sealed papers in his/her safe custody till the commencement of examination. The sealed packets containing the question papers should be opened only half an hour before the start of examination.
MERIT LIST
The answer sheets of candidates who appear in CBSE GMO will be evaluated at the centre decided by the Board. CBSE will select 30 candidates strictly in order of merit. Only the selected candidates will be informed about the result and will be eligible to appear in the Indian National Mathematical Olympiad conducted by NBHM. The name of the selected candidates will be communicated to the respective schools as well as NBHM for further necessary action.
The Nobel Prize (Swedish: Nobelpriset) is a Sweden-based international monetary prize. The award was established by the 1895 will and estate of Swedish chemist and inventor Alfred Nobel. It was first awarded in Physics, Chemistry, Physiology or Medicine, Literature, and Peace in 1901. An associated prize, The Sveriges Riksbank Prize in Economic Sciences in Memory of Alfred Nobel, was instituted by Sweden's central bank in 1968 and first awarded in 1969. The Nobel Prizes in the specific disciplines (Physics, Chemistry, Physiology or Medicine, and Literature) and the Prize in Economics, which is commonly identified with them, are widely regarded as the most prestigious award one can receive in those fields. The Nobel Peace Prize conveys social prestige and is often politically controversial.