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Course Overview:

This course is designed for students who have a solid foundation in Vedic Mathematics and are looking to take their skills to the next level. Participants will learn advanced techniques for solving complex mathematical problems using the Vedic Mathematics system. The course will cover topics such as algebraic equations, geometry, calculus, and more. Participants will also learn how to apply Vedic Mathematics principles to real-world scenarios.

Course Objectives:

To develop a deeper understanding of Vedic Mathematics principles and their applications.

To learn advanced techniques for solving mathematical problems using the Vedic Mathematics system.

To gain practical experience in applying Vedic Mathematics principles to real-world scenarios.

To build confidence in mathematical problem-solving abilities.

Course Outline:

Module 1:
Introduction to Advanced Vedic Mathematics

Recap of Vedic Mathematics principles and techniques

Introduction to advanced Vedic Mathematics principles

The importance of mental calculation

Module 2:
Algebraic Equations

Quadratic equations

Simultaneous equations

Cubic equations

Factorization of polynomials

Module 3:
Applications of Vedic Mathematics

Applications in science and engineering

Applications in finance and business

Applications in everyday life

Course Methodology:

The course will be delivered through a combination of lectures, demonstrations, practical exercises, and group discussions.

Participants will be given homework assignments and will be encouraged to practice the techniques learned in class. There will also be opportunities for participants to ask questions and receive feedback on their work.

Assessment:

Participants will be assessed through homework assignments, quizzes, and a final project. The final project will involve applying Vedic Mathematics principles to a real-world scenario.

Participants will be graded on their understanding of the principles, their ability to apply them, and the clarity of their presentation.

Certification:

Upon successful completion of the course, participants will receive a certificate of completion from the institution offering the course.

Duration: The course will be delivered over a period of 8 weeks, with a total of 16 hours of instruction.

Prerequisites:

Participants must have a solid foundation in Vedic Mathematics principles and techniques, either through prior study or completion of an introductory basic course.


Course Fee:
₹ 12000 -- 1 Student per batch

₹ 10000 -- 2 Students per batch

 ₹ 8000 -- 4 Students per batch

 ₹ 7000 -- 6 Students per batch

 ₹ 6000 -- 10 Students per batch