Mathematics Olympiad Exam Dates

Will you please provide the information regarding the Dates of Mathematics Olympiad Exam?

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Mathematics Olympiad is a talent search examination, organizing by Mathematics Association, involving schools from Mumbai and nearby districts.

Eligibility
Candidates from class 8th, 9th and 10th can appear for the Level 1 examination.
Candidates from class 11th and 12th are eligible for Level 2 examination.
Candidates of B.Tech(up to 3rd year), any undergraduate student are eligible for Level 3 examination.

Important Dates:
Date of Examination 2nd February, 2014

Syllabus

Level 1
[A] Arithemetic
Basic Arithemetic, Ratio and Proportion, Profit and loss, Time and distance, Time and work.
[B] Algebra
Basic Algebra,simultaneous/Quadratic equations, Logarithm, Surds, Indices.
[C] Geometry
Basic Geometry, Area and Volume, Mensuration, Triangles, Circle, Quadrilaterals, Trigonometry.
[D] Number Theory
Integers, Permutations and Combinations, Basic probability, Divisibility, Sequences-Series, Counting.

Level 2
[A] Arithemetic
Basic Arithemetic, Ratio and Proportion, Profit and loss, Time and distance, Time and work.
[B] Algebra
Basic Algebra, Polynomial and equations, Logarithm, Surds, Indices, Complex numbers.
[C] Geometry
Basic Geometry, Area and Volume, Mensuration, Triangles, Circle, Quadrilaterals, Trigonometry.
[D] Number Theory
Integers, Permutations and Combinations, Basic probability, Divisibility, Counting, Sequences and Series, Mathematical Induction.
[E] Calculus
Functions, Limits, Continuity, Diffentiability, Diffenrentiation, Integration, Application of Calculus

Level 3
[A] Basic Arithemetic,Probability and Statistics.
[B] Algebra
Basic Algebra, Polynomials, Theory of Equations, Linear Algebra, System of Linear Equations, Group theory.
[C] Geometry
Basic Geometry, Area and Volume, Mensuration, Polygons, Trigonometry, 2-Dimensional and 3-Dimensional Coordinate Geometry.
[D] Number Theory
Basic Number Theory, Permutation and Combination, Divisibility, Counting, Probability and Statistics.
[E] Calculus
Functions, Limits, Continuity, Diffentiability, Diffenrentiation, Integration, Application of Calculus, Ordinary differential Equation.
[F] Analysis
Real analysis, Complex analysis, Series and sequence of functions, Power series, Metric space.