Courses
Difficulty Level: BEGINNER
Age group: 5-17
Tags
Division E - Number System - Arithmetic Sequence - Factors and Multiples - Fractions and Decimals - Ratios and Proportions - Lines and Angles - Polygons and Circles - Geometric Solids - Statistics and Probability - Well-known Problems Number System - Introduction to Set of Numbers - Whole Numbers - Multi-digit Numbers - Terminal Zeros - Reading Sums - Consecutive Numbers - Even and Odd Numbers - Consecutive Even Numbers - Consecutive Odd Numbers - Number System : Practice - Number System: Assignment Arithmetic Sequence - Arithmetic Operations & Properties - Square and Cube of a Number - Number Patterns - Arithmetic Sequence - Triangular Numbers - Cyclic Numbers - Signed Numbers - Develop Algebraic Thinking - Arithmetic Sequence : Practice - Arithmetic Sequence: Assignment Factors and Multiples - Divisibility Test - Remainders - Factors of a Number - Multiples of a Number - Greatest Common Factor - Least Common Multiple - Prime and Composite Numbers - Exponents - Order of Operations: PEMDAS Rule - Square Root - Cube Root - Making Perfect Square - Factors and Multiples: Practice - Factors and Multiples: Assignment Fractions and Decimals - Common Fractions - Proper Fractions - Improper Fractions - Complex Fractions - Decimals - Conversion from Decimals to Fractions - Conversion from Fractions to Decimals - Fraction Simplification - Fractions and Decimals: Practice Ratios and Proportions - Ratios - Proportions - Problem Solving Skills - Ratios and Proportions: Practice Lines and Angles - Lines and Line Segments - Congruent Line Segments - Parallel Lines - Intersecting Lines - Degree-Measure - Vertex - Congruent - Types of Angles: Acute, Right, Obtuse, Straight, and Reflexive - Lines and Angles: Practice Polygons and Circles - Introduction to Circle - Parts of Circle: Center, Radius, Diameter, Chord, Interior and Exterior Region - Circumference of the Circle - Area of the Circle - Similar Circles - Introduction to Triangles - Properties of Triangles - Types of Triangles: Acute, Right, Obtuse, Scalene, Isosceles, Equilateral. - Perimeter of the Triangle - Area of Triangles - Properties of the Congruent Triangles - Introduction to Quadrilaterals - Properties of Quadrilaterals - Types of Quadrilaterals: Square, Rectangle, Parallelogram, Trapezoid, and Rhombus - Similar Figures - Perimeter of the Quadrilaterals - Area of Quadrilaterals - Properties of Pentagon - Properties of Hexagon - Properties of Octagon - Properties of Decagon - Properties of Dodecagon - Properties of Icosagon - Perimeters of Various Polygons - Polygons and Circles: Practice Geometric Solids - Introduction to Different Geometric Solids - Properties of Cube - Area and Volume of Cube - Properties of Rectangular Solid - Area and Volume of Rectangular Solid - Surface Area of Cube and Rectangular Solid - Properties of Right Circular Cylinder - Surface Area of Right Circular Cylinder - Geometric Solids: Practice Statistics and Probability - Average Mean - Median - Mode - Combination - Introduction to Probability of an Event - Compute the Probability of Events - Data Organizing and Interpretation - Statistics and Probability: Practice Well-known Problems - Age Problems - Business Problems - Calendar Problems - Certainty Problems - Clock Problems - Coin Problems - Cryptarithms - Painted Cube Problem - Motion Problems - Learn the Process of Elimination - Target Problems - Tower Problems - Learn to Work Backwards
Should be a grade 4 to grade 6 student
Enthuziasm to Learn
Develop a lifelong love for mathematics by instilling a lasting interest and appreciation for mathematics through exposure to a variety of engaging and stimulating mathematical concepts and problems.
Recognize and celebrate achievement by providing a platform to acknowledge and celebrate students' mathematical accomplishments, encouraging them to pursue further excellence in the subject.
Promote teamwork and collaboration by fostering a collaborative learning environment where students work together in teams, learning to share ideas, strategies, and solutions.
Build mathematical confidence by encouraging a positive attitude towards mathematics through challenging yet achievable problems, helping students gain confidence in their mathematical abilities.
Enhance problem-solving skills by developing and enhancing students' abilities to solve complex and non-routine mathematical problems, promoting critical thinking and logical reasoning.
Conceptual clarity and deep-insight to each topic
Improved mental math skills
Understanding of arithmetic operation strategies
Skill of problem-solving using logical thinking
Hands-on practice of previous year question
Better score in Olympiad
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manage holidays or conflicting appointments easily by rescheduling classes.
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