Mind Math: Mastering Squares, Roots & Rapid Calculations

Lesson 1: Squaring (30–70)

Learn quick mental math tricks to square numbers in this range effortlessly.

Lesson 2: Squaring (80–120)

Master efficient patterns and techniques for squaring numbers from 80 to 120.

Lesson 3: Square Through Duplex (2-Digit)

Discover the Duplex method to simplify squaring two-digit numbers.

Lesson 4: Square Through Duplex (3-Digit)

Apply the Duplex method to quickly square three-digit numbers.

Lesson 5: Square Root

Use Vedic math techniques to find square roots with speed and confidence.

Lesson 6: Cube (4 Types – Part 1)

Explore two powerful Vedic methods to cube numbers efficiently.

Lesson 7: Cube (4 Types – Part 2)

Continue mastering cube calculations with additional techniques.

Lesson 8: Cube Root

Learn Vedic shortcuts to determine cube roots instantly.

Lesson 9: Calendar Tricks

Decode calendars and quickly determine the day of the week for any date.

Lesson 10: Subtraction Trick (Sudha Sutra)

Simplify subtraction by combining steps into a streamlined method.

Lesson 11: Subtraction Trick (Nikhilam Sutra)

Use the "All from 9 and the last from 10" technique for faster subtraction.

Lesson 12: Addition

Build a strong foundation in tackling addition problems with ease.

Lesson 13: Fast Addition (Adding 10 & 20 Consecutive Numbers)

Master rapid techniques to add 10 or 20 consecutive numbers instantly.

Lesson 14: Revision

Reinforce all concepts learned and boost confidence before assessment.

Lesson 15: Assessment

Evaluate progress and identify areas for improvement across all topics.

• Master Mental Math – Quickly and accurately perform addition, subtraction, squares, square roots, cubes, and cube roots without calculators.
• Solve Complex Problems Faster – Tackle challenging math problems in a fraction of the usual time.
• Boost Speed & Accuracy – Improve performance in academics and real-life number-based tasks.

• Mental Agility – Strengthen critical thinking and rapid mental math skills.
• Problem-Solving – Use the Duplex Method to simplify complex calculations.
• Confidence – Build self-assurance to tackle advanced math with ease.
• Efficiency – Develop faster, more effective mental calculation techniques.