Maths Olympiad Online Coaching and Syllabus for Class 8
Class 8 is the time when a strong mathematical base significantly influences the academic path ahead for students. We, at our end, offer maths olympiad online coaching for Class 8 that helps students build a strong base and develop reasoning skills that pave the way for successful academic competition.
Skilled instructors, experts in Olympiad training for years, present the online preparation for maths that is both deep and easily understandable for grade 8 students.
The interactive nature of the live sessions ensures that students get their doubts cleared instantly and develop strategies for exams. Check out the syllabus and other important aspects of the olympiad below.
What Your Child Will Master: Online Maths Class 8 Syllabus
We break down challenging topics into easy steps while preparing students thoroughly for Olympiad exams. Browse the syllabus below to learn about the subjects we cover.
|
Topics
|
What to Learn
|
|
Rational Numbers
|
- Definition and examples of rational numbers
- Natural numbers, whole numbers, and integers
- Properties of rational numbers (using identities)
- Representation of rational numbers on the number line
|
|
Linear Equation in One Variable
|
- Equation and linear equations
- Linear equation in one variable
- Solution of linear equations
- Laws of equality
- Word problems based on linear equations
|
|
Understanding Quadrilaterals & Practical Geometry
|
- Quadrilateral and classification of polygons
- Convex and concave polygons
- Regular and irregular polygons
- Angle sum property
- Types and properties of quadrilaterals
- Interior and exterior angles of a regular polygon
- Construction of triangles and quadrilaterals
|
|
Squares, Square Roots, Cubes & Cube Roots
|
- Square, perfect square, and square root
- Properties of squares
- Estimating squares and square roots of positive numbers
- Cube, perfect cube, and cube root
- Estimating cubes and cube roots of positive numbers
|
|
Comparing Quantities
|
- Ratio and proportion
- Terms and the simplest form of ratio
- Comparison and continued proportion
- Property: product of extremes = product of means
- Percentage
- Profit and loss
- Simple interest and compound interest
|
|
Algebraic Expressions and Identities
|
- Algebraic expressions and like/unlike terms
- Polynomial and degree of polynomial
- Types of polynomials
- Multiplication of polynomials
- Important identities: (a + b)², (a − b)², (a + b)(a − b)
|
|
Mensuration (Area & Perimeter)
|
- Definition of area and perimeter
- Area and perimeter of rectangle, square, triangle, parallelogram
- Area of the four walls of a room
- Area and circumference of a circle
- Area of sector and segment
- Length of arc
|
|
Mensuration (Volume & Surface Area)
|
- Volume of cube, cuboid, and cylinder
- Total surface area and lateral surface area ofa cube, a cuboid, and a cylinder
- Diagonal of a cube and a cuboid
|
|
Exponents and Powers
|
- Exponential expressions
- Standard form of numbers
- Laws of exponents (integers and rational numbers)
- Positive and negative integral exponents of rational numbers
|
|
Direct and Inverse Proportions
|
- Unitary method
- Direct proportion
- Inverse proportion
|
|
Factorization
|
- Definition of factorization
- Identities: (a + b)², (a − b)², (a + b)(a − b)
- (x + a)(x − b) = x² + (a + b)x − ab
|
|
Data Handling
|
- Definition of data, raw data, array, tabulation, observation, frequency, range, frequency distribution
- Tally marks
- Grouped data
- Mean, median, and mode
- Graphical representation: histogram, bar graph, double bar graph, pie chart
- Probability
|
|
Visualising Solid Shapes
|
- Geometrical and solid shapes
- Polyhedron
- Euler’s formula
- Introduction to graphs
|
|
Graphs
|
- Bar graph
- Pie graph
- Histogram
- Line graph and linear graph
- Cartesian system
|
|
Playing with Numbers
|
- General form of a number
- Divisibility tests for 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, and 12
|
Our Syllabus Is Aligned with Top Math Olympiad Exams
Everything we teach in our online maths classes connects directly with the syllabus of the most reputed maths olympiad exams. Your child does not have to prepare separately; our syllabus does that work for them. Here are the top Olympiad exams our syllabus is aligned with:
We Also Prepare Students for These Maths Olympiads
Students from around the world participate in Advanced Mathematics Olympiads, and our specialized online preparation programs are designed to help them succeed. The top-tier competitions are outlined below.
Why Students Prefer Olympiad Success
As a reputed platform in the field of Olympiad training, we offer unmatched experience and a practical approach to student success. Below are the compelling reasons why students consistently choose our platform.
- Lifetime Class Recordings: All live sessions are recorded and accessible anytime - perfect for thorough revision and better retention.
- Topic-by-Topic Teaching: Regular assessments after each chapter help identify gaps and ensure a complete understanding of concepts.
- Customizable Batch Options: Select from flexible time slots that don't clash with your school hours or extracurricular activities.
- Expert Faculty: Our seasoned educators create dynamic, two-way learning environments - keeping students engaged and motivated throughout!
Class 8 Maths Olympiad Online Tuition Worldwide
Here is a list of maths classes offered by Olympiad Success in various cities.
Online Tuition for Maths in Different Countries
Here is a list of maths classes offered by Olympiad Success in various countries.
Frequently Asked Questions
Q1: How do Maths online Olympiad classes compare to offline coaching?
Ans. Online classes are equally efficient and have some additional benefits like: you get recorded sessions to revise later, you are free to choose your exact timings, and the teaching is very engaging.
Q2: What is the duration of each Mathematic online session for Grade 8?
Ans. Each session spans 75 minutes in length to cover conceptual explanations in detail, practice the problem solving, and address doubts. Such a length of time allows the students not to be rushed through different topics, but rather to have a deep comprehension.
Q3: Will I receive the maths previous year's question papers for practice?
Ans. Of course! We offer 5 years of previous year Olympiad papers along with their solutions. Going through these papers is necessary in order to understand the question patterns as well as to hone the skill of time management during the exam.
Q4: Is there a free demo class for Class 8 students before enrollment?
Ans. Sure! We organize a free demo class in which students get a chance to see firsthand the way we teach and the mode of our course. It is a very effective and practical way of making a decision whether to take the course or not.