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Explore Our 3 Course Options for Maths Olympiad Preparation
Kickstart your Maths Olympiad preparation with a quick overview of the three types of courses offered by Mathoxy. Whether you want to strengthen a single concept, master a full topic, or go all-in for IOQM—our flexible learning paths are designed to support every kind of learner.
UNDERSTAND OUR COURSES
each course is a power-packed capsule for a unit of mathematics olympiad
P
POISE – Beginners
Students currently
studying in
classes 5th , 6th or 7th
T
TRIUMPH – Moderate
Students currently studying in
classes 8th or 9th
D
DOMINION – Advanced
Students currently studying in
classes 10th 11th or 12th
C
CONQUER – Supreme
Students qualified for INMO or IMOTC
(All Classes)
(All Classes)
M
MODULAR
Students aspiring
for allied Exams
(All Classes)
(All Classes)
Courseflow for POISE (Target IOQM Foundation)
Poise – A Beginners Course for students studying in Classes 5th 6th and 7th )
A bundled course of the following will be a complete course for IOQM
Courseflow for MODULAR (Specific Target Exams)
Modular – Short -Courses for specific Target Exams
Each course is an complete short-term package for the Target Exam
Courseflow for TRIUMPH (Target IOQM & RMO)
TRIUMPH – An Intermediate Course for students studying in classes 8th and 9th )
A bundled course of the following will be a complete course for IOQM & RMO
Courseflow for DOMINION (Target IOQM & RMO)
DOMINION – An advanced course for students studying in classes 10th 11th and 12th )
A bundled course of the following will be a complete course for IOQM & RMO with an initiation for INMO
Courseflow for CONQUER –(Target INMO, IMOTC and IMO)
CONQUER– A supreme level course for those who have qualified RMO and are to write INMO (any class)
A bundled course of the following will be a complete course for INMO, IMOTC and IMO
01
Algebra
Inequalities
02
Algebra
Polynomials
03
Algebra
Theory of Equations
04
Algebra
Sequences & Series
Geometry
Elementary Results
05
Geometry
Lines And Angles
06
Geometry
Triangles
07
Geometry
Circles
08
09
Geometry
Quadrilaterals
10
Geometry
Area
11
Number Theory
The Number System
12
Number Theory
Operations on Numbers
Number Theory
Divisibility Rules
13
Number Theory
Funadamental Theorem of Arithmetics
14
Combinatorics
Counting Principles
15
Combinatorics
Principle of Addition and Multiplication
16
17
Combinatorics
Principle of Inclusion & Exclusion
18
Combinatorics
Pigeonhole Principle
01
Algebra
Inequalities Basics
02
Algebra
Inequalities Standard Dozen
03
Algebra
Inequalities Advanced
04
Algebra
Polynomials of Single Variable
Algebra
Polynomials Symmetric Functions
05
Algebra
Polynomials Vieta’s Results
06
Algebra
Theory of Equations – Quadratic Cubic and Quartic
07
Algebra
Theory of Equations – Complex Coefficients
08
09
Algebra
Sequences & Series – General Terms & Summation
10
Algebra
Sequences & Series – Telescopic Sum & Product
11
Algebra
Sequences & Series – Double & Triple Sigma
12
Geometry
Elementary Results
Geometry
Lines And Angles
13
Geometry
Triangles – I
14
Geometry
Triangles – II
15
Geometry
Circles
16
17
Geometry
Quadrilaterals
18
Geometry
Area
19
Geometry
Theorems
20
Geometry
Inversive Geometry
21
Geometry
Homothety & Dilation
22
Number Theory
The Fundamentals
23
Number Theory
Primes & their Distribution
24
Number Theory
Figurate Numbers
Number Theory
Theory of Congurences
25
Number Theory
Theorems
26
Number Theory
Diaphantine Equations
27
Combinatorics
Basic Understanding
28
Combinatorics
Principle of Addition and Multiplication
29
Combinatorics
Principle of Inclusion & Exclusion
30
Combinatorics
Pigeonhole Principle & Extremal Priciple
31
Combinatorics
Recurrsions
32
01
Algebra
Inequalities Basics
02
Algebra
Inequalities Standard Dozen
03
Algebra
Inequalities Advanced
04
Algebra
Polynomials of Single Variable
Algebra
Polynomials Symmetric Functions
05
Algebra
Polynomials Vieta’s Results
06
Algebra
Theory of Equations – Quadratic Cubic and Quartic
07
Algebra
Theory of Equations – Complex Coefficients
08
09
Algebra
Complex Numbers Fundamentals
10
Algebra
Complex Numbers Rotation Formula
11
Algebra
Complex Numbers Nth Roots of Unity
12
Algebra
Complex Numbers Advanced Applications
Algebra
Sequences & Series – General Terms & Summation
13
Algebra
Sequences & Series – Telescopic Sum & Product
14
Algebra
Sequences & Series – Double & Triple Sigma
15
Geometry
Elementary Results
16
17
Geometry
Lines And Angles
18
Geometry
Triangles – I
19
Geometry
Triangles – II
20
Geometry
Circles
Geometry
Quadrilaterals
21
Geometry
Area
22
Geometry
Theorems
23
Geometry
Inversive Geometry
24
25
Geometry
Homothety & Dilation
26
Number Theory
The Fundamentals
27
Number Theory
Primes & their Distribution
28
Number Theory
Figurate Numbers
Number Theory
Theory of Congurences
29
Number Theory
Theorems
30
Number Theory
Diaphantine Equations
31
Combinatorics
Basic Understanding
32
33
Combinatorics
Principle of Addition and Multiplication
34
Combinatorics
Principle of Inclusion & Exclusion
35
Combinatorics
Pigeonhole Principle & Extremal Priciple
36
Combinatorics
Recurrsions
01
Algebra
Inequalities
02
Algebra
Inequalities
03
Algebra
Polynomials – Integer Equations
04
Algebra
Complex Numbers in Geometry
Algebra
Complex Numbers in Combinatorics
05
Algebra
Theory of Equations
06
Algebra
Sequences & Series
07
Geometry
Special Points of a Traingle
08
09
Geometry
Diameter of Incircle
10
Geometry
Spiral Symmetry
11
Geometry
Area of Curviliner Figures
12
Geometry
Advanced Theorems
Geometry
Rotational Homothety
13
Number Theory
The Goldbach’s Conjecture
14
Number Theory
The Pell Equation
15
Number Theory
Oblong numbers and the infinitude of primes
16
17
Combinatorics
Mobius Inversion
18
Combinatorics
Advanced Recurrsion
19
Combinatorics
Incidence Matrices
01
MIXED
Target ISI CMI
02
Geometry
Target IGO Sharigyn
03
PYQs
Target AMC 8
04
PYQs
Target AMC 10
Geometry
Essential Geomtery for IIT JEE
05
Geometry
Essential Geomtery for IIT JEE
06
Calculus
Calculus – A Graphical Approach
07
PYQs
Circles
08
09
PYQs
Regional Mathematics Olympiad (RMO)
10
PYQs
Indian National Mathematics Olympiad (INMO)
11
PYQs
120 Best Questions of IMO