Keerthi Priya
Online
Skills :
About :
Keerthi Priya is an experienced Mathematics educator with M.Sc. and B.Ed qualifications and five years of teaching experience. Based in Adhanur, Urapakkam, Chennai, Tamil Nadu, she…
Keerthi Priya is an experienced Mathematics educator with M.Sc. and B.Ed qualifications and five years of teaching experience. Based in Adhanur, Urapakkam, Chennai, Tamil Nadu, she teaches students through online classes in both Tamil and English. Her teaching approach focuses on concept clarity, structured learning, and continuous practice. As a dedicated mentor and lifelong learner, she supports students in building strong mathematical foundations while encouraging discipline, logical thinking, and academic growth.
Keerthi Priya
Online
Skills :
Keerthi Priya is an experienced Mathematics educator with M.Sc. and B.Ed qualifications and five years of teaching experience. Based in Adhanur, Urapakkam, Chennai, Tamil Nadu, she...
Keerthi Priya is an experienced Mathematics educator with M.Sc. and B.Ed qualifications and five years of teaching experience. Based in Adhanur, Urapakkam, Chennai, Tamil Nadu, she teaches students through online classes in both Tamil and English. Her teaching approach focuses on concept clarity, structured learning, and continuous practice. As a dedicated mentor and lifelong learner, she supports students in building strong mathematical foundations while encouraging discipline, logical thinking, and academic growth.
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Courses by Keerthi Priya
Online
1 Hour
English, Tamil
Chennai, Adhanur
On Call
Week Days / Weekends
Maths Course
Strengthening Mathematical Thinking from the Ground Up
Mathematics is a subject that develops analytical thinking, problem-solving ability, and logical reasoning. It plays an important role in academic learning and provides a foundation for subjects such as science, engineering, economics, and technology. This online Mathematics course is designed for students from Class 6 to Class 10, including learners following CBSE, Cambridge Lower Secondary, and IGCSE curricula.
The course focuses on helping students understand mathematical concepts clearly rather than relying on memorization. Through step-by-step explanations and guided practice, students gain confidence in solving problems independently.
Building Confidence Through Concept-Based Learning
Many students find Mathematics challenging because concepts often build upon previous knowledge. This course follows a structured learning path that strengthens fundamentals before moving to advanced topics. Students are encouraged to understand the reasoning behind formulas and methods, making learning more meaningful and effective.
Regular practice sessions help learners improve accuracy, speed, and confidence while solving mathematical problems.
Exploring Essential Mathematical Foundations
A strong foundation is necessary for success in higher-level mathematics. The course begins by covering important concepts that students encounter throughout their academic journey.
Key Topics Covered at Foundation Level
Number System and Operations
Students learn about whole numbers, integers, rational numbers, and various number operations. Understanding number systems forms the basis for advanced mathematical concepts.
Fractions, Decimals, and Percentages
These topics help students develop practical mathematical skills that are frequently used in everyday calculations and academic assessments.
Ratio, Proportion, Profit and Loss
Students learn to compare quantities, calculate percentages, and solve real-world problems involving financial mathematics.
Time, Speed, Distance and Work
These concepts improve analytical thinking and help students apply mathematical principles to practical situations.
Advancing Towards Algebraic Understanding
Algebra introduces students to mathematical relationships and abstract thinking. It is one of the most important areas of Mathematics for middle and secondary school students.
Developing Algebra Skills
Algebraic Expressions
Students learn how to simplify and manipulate expressions using mathematical rules.
Linear Equations
The course explains methods for solving equations and understanding variable relationships.
Polynomials and Quadratic Equations
Students explore polynomial operations and quadratic concepts that prepare them for advanced mathematics.
Arithmetic and Geometric Progressions
These topics help learners understand patterns, sequences, and mathematical growth models.
Understanding Shapes, Space, and Measurement
Geometry allows students to visualize mathematical ideas and apply them to real-world situations.
Important Geometry Concepts
Lines, Angles, and Triangles
Students learn geometric properties, angle relationships, and theorem applications.
Circles and Coordinate Geometry
The course develops understanding of circular measurements, graphs, and coordinate systems.
Mensuration
Students calculate perimeter, area, surface area, and volume using practical mathematical methods.
These concepts strengthen spatial reasoning and problem-solving abilities.
Introducing Trigonometry and Higher Mathematics
As students progress to higher grades, they encounter more advanced mathematical topics.
Learning Trigonometric Applications
Students are introduced to trigonometric ratios and their applications in solving height and distance problems.
Beginning Calculus Concepts
For higher-grade learners, the course provides an introduction to:
Functions and Limits
Understanding mathematical relationships and behavior of functions.
Differentiation
Learning rates of change and applications of derivatives.
Integration
Exploring accumulation, area calculations, and introductory integration concepts.
These topics help students prepare for future academic studies in mathematics and science.
Making Sense of Data and Probability
Statistics and probability help students interpret information and make informed decisions.
Areas of Focus
Data Handling
Students learn methods for organizing and analyzing data effectively.
Measures of Central Tendency
Concepts such as mean, median, and mode are explained with practical examples.
Probability
Students understand chance, likelihood, and probability calculations through structured exercises.
Personalized Online Learning Experience
Online classes provide flexibility and accessibility while maintaining academic engagement. Lessons are conducted in Tamil and English to support diverse learning needs.
How Learning Sessions Are Structured
Guided Explanations
Each topic is introduced through detailed explanations and examples.
Interactive Problem Solving
Students actively participate in solving questions and discussing different approaches.
Continuous Assessment
Regular exercises help identify strengths and areas requiring additional practice.
Individual Doubt Clarification
Students receive support for specific questions and challenging concepts.
Focused Preparation for School Assessments
Examinations require both conceptual understanding and effective problem-solving strategies. This course incorporates dedicated preparation techniques to help students perform confidently.
Preparation Activities Include
Formula revision sessions
Practice worksheets
Shortcut methods where applicable
Previous year question discussions
Mock tests
Doubt-clearing sessions
Problem-solving exercises
Topic-wise assessments
These activities help students improve accuracy, time management, and confidence during examinations.
Who Can Benefit from This Mathematics Course?
This course is suitable for:
CBSE students from Class 6 to Class 10
Cambridge Lower Secondary learners
IGCSE Mathematics students
Students seeking stronger mathematical foundations
Learners preparing for school examinations
Students who need additional support in Mathematics
Those looking to improve logical and analytical skills
The course provides a balanced combination of theory, practice, and application to support long-term mathematical understanding.
FAQs
1. What classes does this Mathematics course cover?
The course is designed for students from Class 6 to Class 10 and supports CBSE, Cambridge Lower Secondary, and IGCSE Mathematics curricula through structured online learning.
2. Is this course suitable for students who find Mathematics difficult?
Yes. The lessons focus on concept clarity, gradual progression, and regular practice, helping students strengthen their understanding and improve confidence in Mathematics.
3. What topics are included in the Mathematics syllabus?
The course covers number systems, algebra, geometry, mensuration, trigonometry, statistics, probability, and exam preparation activities such as formula revision, mock tests, and doubt-clearing sessions.