Grade 7-8

Vedic Mathematics

Grade 7-8

Vedic Mathematics

Grade 7-8

  • EMI Options
    EMI Options:
    Yes
  • Certification:
    Yes
  • Mode
    Mode:
    Live Online
  • Duration
    Duration:
    6 months / 24 weeks
  • Online Sessions
    Online Sessions:
    48 (60-90 min each)
  • Efforts:
    4-6 hours / week
  • Classes
    Classes:
    Weekends / Weekdays
  • Assignments:
    Yes
  • Quizzes:
    Yes
  • Projects
    Projects:
    No

About Program

Duration:  6 Months Course (24 weeks/48 sessions of 60-90 minutes each)

Curriculum

Chapters & Topics

Weeks 1-4: Foundational Concepts, Sutras, and Mental Math Strategies

– Understanding the Origins and Significance
– Exploring the Principles and Vedic Sutras
– Learning Mental Math Techniques
– Speed Building Mental Calculation Skills

Weeks 5-8: Multiplication Techniques

– Multiplying Numbers Close to the Base
– Multiplying Numbers Close to a Power of 10
– Master Techniques for Rapid Multiplication
– Apply Methods to Solve Complex Multiplication Problems

Weeks 9-12: Division Techniques

– Division by Single-digit Numbers
– Divisibility Rules
– Learn Quick Division Methods
– Understand Divisibility Rules for Various Numbers

Weeks 13-16: Squaring and Cubing

– Squaring numbers ending in 5
– Cubing 2-digit numbers
– Master Techniques for Quick Squaring and Cubing
– Apply methods to solve complex problems

Weeks 17-20: Fractions and Decimals

– Converting Fractions to Decimals and Vice Versa
– Operations with Fractions and Decimals
– Understand Quick Methods for Handling Fractions and Decimals
– Apply Techniques to Solve Problems involving Fractions and Decimals

Weeks 21-24: Algebraic Expressions

– Factorization using Vedic Math Techniques
– Simplification of Algebraic Expressions
– Apply Vedic Math Methods to Factorize and Simplify Algebraic Expressions
– Solve Algebraic Problems Efficiently

Review, Assessment, Showcase, Transition & Certification (For all Courses)

– Weekly Quizzes to Gauge Comprehension of Key Concepts
– Practical Hands-on Assignments
– Thorough Evaluation of Assignments
– Active Engagement in Group Discussions
– Preparing for the Transition to the Next Academic Level with a Focus on Continued Mathematical Growth
– Certification Upon Course Completion

Note: This curriculum is subject to minor modifications based on the class progress and feedback. Each course is designed to incorporate a mix of interactive activities, case studies, role plays, and reflective exercises to cater to the specific needs and developmental milestones of the respective age group.

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