This course offers a comprehensive exploration of Advanced Mathematics and Vedic Mathematics tailored for students in Classes 6 to 10. It covers foundational mathematics concepts as well as advanced techniques for faster calculations. This course is ideal for students who want to strengthen their mathematical skills, improve their problem-solving abilities, and prepare for competitive exams.

By enrolling in this course, students will gain a solid understanding of key mathematical concepts and learn effective strategies to enhance their calculation speed using Vedic Mathematics. This knowledge will not only aid in academic pursuits but also build confidence in tackling mathematical challenges.

What Students Will Learn

Mathematics & Vedic Maths Course

For Classes 6 to 10

Foundation Mathematics (Concept Building)

Class 6 Level

• Whole Numbers and Number System

• Factors and Multiples

• Fractions and Decimals

• Ratio and Proportion

• Integers

• Basic Algebra

• Perimeter and Area

• Basic Geometry

• Data Handling

Class 7 Level

• Rational Numbers

• Linear Equations

• Algebraic Expressions

• Comparing Quantities (Percentage, Profit & Loss)

• Simple Interest

• Lines and Angles

• Triangles

• Mensuration

• Data Handling & Graphs

Class 8 Level

• Squares and Square Roots

• Cubes and Cube Roots

• Linear Equations in One Variable

• Algebraic Identities

• Direct & Inverse Proportion

• Percentage, Profit & Loss

• Compound Interest

• Understanding Quadrilaterals

• Surface Area and Volume

• Introduction to Graphs

Advanced Mathematics

Class 9 Level

• Number System

• Polynomials

• Linear Equations in Two Variables

• Coordinate Geometry

• Lines and Angles

• Triangles

• Quadrilaterals

• Circles

• Heron’s Formula

• Surface Areas and Volumes

• Statistics and Probability

Class 10 Level

• Real Numbers

• Polynomials

• Pair of Linear Equations

• Quadratic Equations

• Arithmetic Progressions

• Triangles

• Coordinate Geometry

• Trigonometry

• Heights and Distances

• Circles

• Surface Areas and Volumes

• Statistics and Probability

Vedic Maths Course Content

Level 1 – Basic Speed Maths

• Introduction to Vedic Maths

• Base System (10, 100, 1000)

• Fast Addition Tricks

• Fast Subtraction Tricks

• Multiplication by 11, 12, 13

• Multiplication of 2-digit numbers

• Squaring Numbers Quickly

Level 2 – Intermediate Vedic Maths

• Nikhilam Sutra (Fast Multiplication)

• Urdhva Tiryak Sutra (Vertical Cross Method)

• Fast Division Techniques

• Multiplication near base numbers

• Squaring numbers ending in 5

• Fast cube calculations

Level 3 – Advanced Vedic Maths

• Algebra shortcuts

• Square roots in seconds

• Cube roots quickly

• Digit sum method

• Multiplication of large numbers

Competition exam speed maths

Special Practice Modules

• Mental Maths drills

• Weekly worksheets

• Speed calculation tests

• Olympiad level problems

Logical reasoning practice

Teaching Method & Learning Approach

This course is offered in an online format, making it accessible for students from various locations. The teaching style is concept-based and practice-oriented, focusing on clear explanations and interactive learning methods.

Students will engage in a variety of activities, including:

• Live discussions and Q&A sessions to clarify concepts.

• Hands-on practice through worksheets and drills.

• Regular assessments to track progress and address challenges.

Why Learn From This Tutor

Bidyutparna Kar provides clear explanations and structured guidance throughout the course. Her focus on student understanding ensures that learners can grasp complex concepts with ease. She offers personalized support to help students overcome individual difficulties, fostering a positive learning environment.

Location Context

Based in Kolkata, this course is particularly convenient for students in the locality. The online format allows easy access for learners in the region, making it possible to attend classes from the comfort of their homes.

Benefits & Learning Outcomes

Upon completion of this course, students can expect:

• Enhanced clarity of mathematical concepts.

• Increased confidence in solving mathematical problems.

• Improved skills in both foundational and advanced mathematics.

• Better preparation for exams and competitive assessments.