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Maths Olympiad: The 37th Mathematics Olympiad will be held in 2022, according to the Mathematical Association. The Mathematics Olympiad is a talent search event organized by the Mathematics Association of IIT Bombay for students from all over India. The first Mathematics Olympiad was held in 1979. Students can use this platform to challenge themselves and put their mathematical knowledge and skills to the test. The IIT Bombay Maths Olympiad aims to instill a passion for mathematics, strengthen mathematical intuition, foster mathematical creativity, and provide satisfaction, joy, and the thrill of overcoming obstacles. The Olympiad is overseen by some of the country’s most renowned professors, who teach at IIT Bombay’s Mathematics Department.
The Maths Olympiad is a national talent-spotting competition. The Mathematics Association of IIT Bombay organizes the event. It brings together schools from across India. The registration process is open right now. The registration deadline is February 7, 2022. The exam is set to take place on February 13, 2022.
Table of Contents
Particulars | Details |
---|---|
Exam Name | Maths Olympiad |
Exam Date | February 13, 2022 |
Conducted By | Indian Institute of Technology Bombay (IIT Bombay) |
Mode of Application | Online |
Mode of Exam | Online (for 2022) |
Level | National |
Official Website | math.iitb.ac.in. |
The Mathematics Olympiad is a talent-spotting competition. The Mathematics Department of IIT Bombay is hosting the event. It is a tool that allows students to assess their mathematical knowledge and abilities.
In 2022, the Association will host its 37th Mathematics Olympiad. The following are the main features of this olympiad.
Maths Olympiad 2022 registration is currently open, and candidates can register through their schools or the official website.
Events | Dates |
---|---|
Register Last Date | February 7, 2022 |
Maths Olympiad Date | February 13, 2022 |
Aspirants must be students at schools with recognized boards in order to be considered. They could be from anywhere in India. This year’s event will be held entirely online, allowing candidates to participate from anywhere in the world.
Students who are interested in competing in the Olympiad should get in touch with the appropriate administrators at their respective schools. The following is a list of the steps that need to be taken in order to complete an individual online registration for those who are interested.
Candidates should ensure that their email addresses are correct and active. Exam credentials will be sent to the email address provided during registration.
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There are two levels to the Mathematics Olympiad: Level 1 and Level 2. Classes VIII-X are in Level 1, while classes XI-XII are in Level 2. Candidates taking the exam should look over the sample questions for both levels.
The following is a rough outline of the topics covered in each level. This isn’t a comprehensive or exhaustive list.
Level 1 is for students in grades VIII through X, and it consists of questions from the following topics.
Chapters | Topics |
---|---|
Arithmetic | Profit and Loss, Basic Arithmetic, Time and Work Ratio and Proportion, Time and Distance, |
Algebra | Logarithms, Simultaneous/ Quadratic Equations, Basic Algebra, Surds, Indices |
Geometry | Mensuration, Circle, Trigonometry Quadrilateral, Basic Geometry, Triangle, Area and Volume, |
Number Theory | Integers, Counting, Permutation and Combinations, Sequences and Series Divisibility, Basic Probability, |
Because the Olympiad is for high school students, Level 2 is more difficult. Although some topics may be similar to those in Level 1, the difficulty level is unmistakably higher.
Chapters | Topics |
---|---|
Arithmetic | Profit and Loss, Time and Distance, Basic Arithmetic, Ratio and Proportion, Time and Work |
Algebra | Complex Numbers Surds, Polynomials and Equations, Basic Algebra, Indices, Logarithm, |
Geometry | Trigonometry, Polygons, Area and Volume, 2-Dimensional and 3-Dimensional Coordinate Geometry Basic Geometry, Mensuration, |
Number Theory | Sequences and Series, Mathematical Induction Permutations and Combinations, Counting, Divisibility, Basic Probability, |
Calculus | Differentiability, Integration, Functions, Continuity, Applications of Calculus Limits, Differentiation, |
Students can contact the organizers via the following channels for any additional information or assistance.
Students who participate in the IIT Bombay Maths Olympiad and do well receive a number of benefits. They not only receive a cash prize and a certificate, but they also have the opportunity to compete in more and larger Olympiads. Without taking the JEE, qualifiers can pursue a UG course in Mathematics at IIT Bombay. They must take an entrance examination. Their test results will determine whether or not they are admitted to the course.
Students who participate in and perform well in the IIT Bombay Maths Olympiad receive several benefits, including a cash prize and a certificate, as well as the opportunity to compete in more and larger olympiads. Olympiads are important and beneficial because they provide a venue for students from various schools and boards to come together and put their skills to the test. Because the Olympiad’s syllabus is the same for everyone, students have a fair and equal opportunity to test and improve their knowledge.
Without taking the JEE, an applicant who qualifies for the math olympiad can pursue a UG course in mathematics at IIT Bombay. They must take the entrance examination. Their test results will determine whether or not they are admitted to the course.
Despite the fact that the questions asked in the Math Olympiad are original and unique, they are all based on the same educational standards. Students can easily qualify it with regular practice and determination.
Mathematics Olympiad qualifiers can enroll in a UG mathematics program at IIT Bombay. They are not required to take the JEE, but they will be required to take a separate entrance exam.
You can get direct admission to IIT Bombay’s UG Mathematics course without taking the JEE if you pass the Maths Olympiad and do well on the entrance exam.
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