Add, subtract, multiply, and simplify faster using clear Vedic patterns.
Vedika | Vedic Maths
Faster maths. Stronger confidence. Less fear.
Vedika helps children build arithmetic speed, pattern recognition, and confidence through guided Vedic Maths lessons that feel visual, structured, and rewarding.
Try real preview lessons before deciding.
5
Levels
40
Guided Lessons
6
Preview Lessons
Speed and confidence
Learning Promise
What Your Child Will Learn
Give the parent enough clarity to feel confident before they pay.
Build number confidence instead of depending on slow written methods.
Recognize shortcuts that still make mathematical sense.
Move from hesitation to fluency through guided progression.
Improve speed without sacrificing clarity.
Build exam confidence through structured practice.
Full Course Content
Let families inspect the complete learning path before they hit pricing.
The outline below works like a real course page: the progression is visible, preview lessons are marked, and the locked path still communicates value.
Level 1: FoundationBuild the speed base every student needsGrade 48 guided lessons
Level 1: Foundation
Build the speed base every student needs
Grade 4
8 guided lessons
Completing the Whole — Fast Addition
Complements to 10, 100, 1000
Tables 11–19 — The Ekadhikena Pattern
Multiplication tables 11–19 by pattern
Doubling & Halving — Speed Multiplication
Double-halve to simplify any multiplication
Multiply by 11 — Middle-Sum Trick
Any 2-digit × 11 in one step
Borrow-Free Subtraction
Subtract without borrowing using complements
Multiply by 5 and 25
×5 = ÷2 then ×10; ×25 = ÷4 then ×100
Near-100 Mental Math
Add/subtract near-100 numbers using deviations
Criss-Cross 2-Digit Multiplication
Multiply any two 2-digit numbers in 3 steps
Level 2: Speed BuilderUnlock powerful shortcuts for examsGrade 58 guided lessons
Level 2: Speed Builder
Unlock powerful shortcuts for exams
Grade 5
8 guided lessons
Nikhilam — Multiply Near 100
Multiply near-100 numbers using deficit/surplus
Anurupyena — Proportional 3-Digit Mult
Scale base to match 3-digit × 1-digit problems
Criss-Cross 3-Digit Multiplication
Extend criss-cross to 3×3 digits in 5 steps
Division by 9 — Running Remainder
Divide any number by 9 in one line
Squaring Near 50 — Anchor Base
Square any number near 50 in 2 steps
Fast Fraction Simplification
Reduce fractions instantly using HCF inspection
Decimal Speed Arithmetic
Multiply and divide decimals using place-value shift
Flag Division — One-Line Division
Divide any number by single-digit in one line
Level 3: PowerAdvanced patterns that feel like magicGrade 68 guided lessons
Level 3: Power
Advanced patterns that feel like magic
Grade 6
8 guided lessons
Vinculum Numbers — Bar Notation
Convert to/from vinculum form for easier calc
Integer Multiplication Shortcuts
Multiply integers using sign rules + structure
Nikhilam — Any Base (10, 100, 1000)
Multiply near 10, 100, or 1000 with flexible base
Ratio Shortcuts — Fast Comparison
Simplify, compare, and scale ratios instantly
HCF and LCM — Vedic Method
Find HCF and LCM using Vedic shortcuts
Squaring 2-Digit Numbers — Duplex
Square any 2-digit number in 2 steps
Paravartya Division
Divide by any number near a power of 10
Algebra by Inspection — Samuccaya
Solve special linear equations by inspection
Level 4: AceElite techniques for competitive examsGrade 78 guided lessons
Level 4: Ace
Elite techniques for competitive exams
Grade 7
8 guided lessons
Squaring Near Any Base (100, 1000)
Square numbers near 100 or 1000 in 2 steps
Rational Number Addition — Vedic Speed
Add fractions without LCD
Linear Equations — Paravartya & Samuccaya
Solve multi-step linear equations in one step
Cubing Using Anurupyena
Cube any 2-digit number using a³ expansion
Nikhilam — Multiply Near 1000
Multiply near-1000 numbers with 3-digit deviations
Exponent Patterns — Vedic Insight
Spot and apply power patterns for fast computation
Triangle Area Shortcuts
Find triangle areas using Pythagorean triples
Algebraic Identities — Fast Expansion
Expand (a±b)², (a+b)(a−b), (a±b)³ instantly
Level 5: ChampionMastery-level techniques for Olympiads & boardsGrade 88 guided lessons
Level 5: Champion
Mastery-level techniques for Olympiads & boards
Grade 8
8 guided lessons
Square Root by Inspection
Find square roots by digit-pair grouping
Cube Root by Inspection
Find cube roots by digit-triple grouping
Algebraic Identities — Advanced (a±b)³
Expand cubes using Pascal row 1-3-3-1
Simultaneous Equations — Vedic Method
Solve 2×2 simultaneous equations in one step
Criss-Cross 4-Digit Multiplication
Multiply any two 4-digit numbers in 7 steps
Percentage Speed Arithmetic
Calculate any percentage mentally
Nikhilam — Multiply Near 10000
Multiply near-10000 numbers with 4-digit deviations
Divisibility Rules — Advanced (7, 11, 13)
Test divisibility by 7, 11, 13 using Vedic digit tests
Preview Lessons
Logged-out users should still feel the preview before they decide.
These preview entries are intentionally visible on the public page so a family can evaluate the tutor without hitting a login wall first.
Level 1: Foundation
Completing the Whole — Fast Addition
Complements to 10, 100, 1000
Open preview lesson
Level 1: Foundation
Tables 11–19 — The Ekadhikena Pattern
Multiplication tables 11–19 by pattern
Open preview lesson
Level 2: Speed Builder
Nikhilam — Multiply Near 100
Multiply near-100 numbers using deficit/surplus
Open preview lesson
Level 3: Power
Vinculum Numbers — Bar Notation
Convert to/from vinculum form for easier calc
Open preview lesson
Level 4: Ace
Squaring Near Any Base (100, 1000)
Square numbers near 100 or 1000 in 2 steps
Open preview lesson
Level 5: Champion
Square Root by Inspection
Find square roots by digit-pair grouping
Open preview lesson
Why Parents Buy
Sell the transformation, not just the feature list.
Many children know the method but still feel slow.
Maths confidence affects overall academic confidence.
Random shortcut videos do not create mastery.
A visible progression path builds trust.
Frequently Asked Questions
Answer the last few doubts before the upgrade click.
Who is Vedika for?
Vedika is ideal for children who want stronger arithmetic speed, confidence, and pattern recognition.
Is this only for strong maths students?
No. It is especially helpful for children who feel slow or unsure in maths.
Can my child try before we buy?
Yes. Preview lessons are available first.