This comprehensive CBSE Mathematics course is designed for students from Class 6 to Class 12. It covers foundational concepts in mathematics, progressing to advanced topics suitable for board exams and competitive assessments. Whether you are struggling with basic arithmetic or preparing for higher-level mathematics, this course is tailored for you. It is particularly useful for students looking to build confidence and improve their mathematical skills in a structured environment.

What Students Will Learn

 CBSE Mathematics Course Content (Class 6–12)

1. Foundation Mathematics (Class 6–8)

Objective: Build strong basics in arithmetic, reasoning, and problem-solving.

• Module 1:

Number System

Whole Numbers

Factors & Multiples

Integers

Rational Numbers

Fractions & Decimals

• Module 2:

 Arithmetic

Ratio and Proportion

Percentage

Profit and Loss

Simple Interest

Speed, Time & Distance

• Module 3: 

Algebra Basics

Introduction to Variables

Algebraic Expressions

Linear Equations

Basic Identities

• Module 4: 

Geometry Basics

Lines and Angles

Triangles

Quadrilaterals

Circles

Mensuration (Perimeter & Area)

• Module 5: 

Data Handling

Bar Graphs

Pie Charts

Mean, Median, Mode

Outcomes

Strong arithmetic base

Logical thinking development

Preparation for Class 9 Maths

2. Secondary Level Mathematics (Class 9–10)

Objective: Build conceptual understanding and prepare students for CBSE board exams.

• Module 1: 

Number Systems

Real Numbers

Euclid’s Division Lemma

Irrational Numbers

• Module 2: 

Algebra

Polynomials

Linear Equations in Two Variables

Quadratic Equations

Arithmetic Progressions

• Module 3: 

Coordinate Geometry

Cartesian Plane

Plotting Points

• Module 4:

Geometry

Triangles

Circles

Constructions

• Module 5: 

Trigonometry

Trigonometric Ratios

Identities

Heights and Distances

• Module 6:

 Mensuration

Surface Areas & Volumes

• Module 7:

Statistics & Probability

Mean, Median, Mode

Probability Basics

Outcomes

• Board exam preparation

• Strong conceptual understanding

• Speed & accuracy in problem solving

3. Senior Secondary Mathematics (Class 11–12)

Objective: Advanced mathematics for CBSE boards and competitive exams.

Class 11 Modules

• Algebra

• Sets

• Relations & Functions

• Permutations & Combinations

• Binomial Theorem

• Sequences & Series

• Coordinate Geometry

• Straight Lines

• Conic Sections

• Trigonometry

• Trigonometric Functions

• Trigonometric Equations

• Calculus Introduction

• Limits & Derivatives

• Statistics & Probability

• Statistics Basics

Class 12 Modules

• Advanced Calculus

• Continuity & Differentiability

• Applications of Derivatives

• Integrals

• Differential Equations

• Algebra

• Matrices

• Determinants

• Vector & 3D Geometry

• Vectors

• Three Dimensional Geometry

• Probability

• Conditional Probability

• Bayes Theorem

4. Special Features of Our Course

• Concept based teaching

• Weekly tests

• Board exam preparation

• Previous year question papers

• Doubt clearing sessions

• Shortcut techniques for exams

5. Suggested Course Structure

• 3 classes per week

• 60–90 minutes per class

• Monthly assessment

• Doubt clearing session every week

Teaching Method & Learning Approach

This course is offered in a online mode, The teaching style is concept-based and interactive, focusing on building a strong understanding of mathematical principles. Engaging methods such as weekly tests, doubt-clearing sessions, and real-world applications keep students motivated and enhance their learning experience.

Why Learn From This Tutor

Shivani is dedicated to providing clear explanations and structured guidance throughout the learning process. She emphasizes student support, ensuring that each learner receives personalized attention to address their unique challenges. Her approach fosters an environment where students can thrive and feel confident in their abilities.

Location Context

Located in HITEC City, Hyderabad, this course is conveniently accessible for students in and around the area. The prime location allows for easy commuting, making it an ideal choice for local learners seeking quality mathematics education.

Benefits & Learning Outcomes

By enrolling in this course, students will achieve:

• Clear understanding of mathematical concepts

• Increased confidence in problem-solving abilities

• Improvement in skills relevant for exams and future studies

Join us to embark on a journey that transforms your mathematical capabilities, preparing you for academic success and beyond.