Vedic Mathematics Course (Beginners to Intermediate Level)

Learn the two-step vedic math technique to find the remainder when any digit number is divided by nine by removing all 9s, summing the leftovers, and identifying the final remainder.

Learn a magical trick to multiply two-digit numbers by 11, 22, and 33 by placing the first digit, inserting the sum, and copying the last digit.

Explore multiplying any digit number by 11, 22, and 33 using pairwise digit sums and carry handling. Apply these techniques to volume and surface area calculations.

Learn fast Vedic mathematics techniques for multiplying any digit by 12 to 15, using two zeroes, doubling, carry, and neighbor addition for quick mental calculation.

Master multiplying by 11 by using 10 plus 1, shifting digits, and adding neighboring digits; explore 12 to 16 with doubling and columnwise sums.

Learn the vedic technique to square numbers ending in five by multiplying the digit before five by the next number and writing 25.

Explore the Ekedhikena Purvena method for two-digit products when digits sum to 10 and tens digits match; multiply the tens place by the next number and use the unit product.

Learn to multiply two numbers below the base by choosing the base, dividing the result into two parts, and using the product of differences for a fast mental calculation.

Learn to multiply numbers above the base by decomposing into base and offset parts, using addition for the first part and multiplication for the second, across bases 100 and 1000.

Master the Nikhilam technique to multiply numbers around a base, using one part above and one part below, with complements and decimal placement for quick results.

Identify the base (100, 1000, etc.) to square numbers near it, add the delta for the first part, and use delta squared for the second part.

Master multiples and submultiples to multiply numbers near a base in Vedic mathematics, using bases from 10 to 1000 and half-base ideas for faster squaring.

Master the multiples and sub-multiples method for near-base multiplication, forming a two-part result around the base. Use Nikhiliam complements and digit rules to handle the second part and carry adjustments.

Learn to multiply two large numbers near a base using the nikhilam technique, by finding their difference from the base and forming a two-part product with a five-zero base.

Learn to multiply three numbers near the base with base 100 using the Nikhiliam method, splitting results into a first part, a second part from deficiencies, and a third part.

Multiply three numbers near the base of 100 using the Nikhilam method; compute the first and second parts from sums and pairwise products, borrowing for three-digit remainders.

Apply the Nikhiliam Sutra, the all from nine, last from ten rule, to find the complement of any number, and multiply by a series of nines in seconds.

Multiply any digit by a series of nines using a three-part method: copy the left part, increase it, subtract from the right, and apply Nikhiliam.

Explore how to multiply a four-digit number with the same digits by 99 and other 9s using two-part partitioning, increasing the leading two digits, and applying Nikhiliam.

Learn the Vedic mathematics method for multiplying two numbers with one zero in the middle, using leftmost column, crosswise steps, and middle-part calculations with practical examples.

Learn a fast method to multiply numbers with two zeros in the middle using left-column, crosswise, and last-column steps with zero padding for two-digit results.

Learn to multiply two numbers with equal zeros in the middle using crosswise steps, leftmost column multiplications, and placing zeros before and after the middle product to form the result.

Apply the vertically and crosswise technique to multiply two-digit numbers in a three-step process from left to right, producing a single-line result, illustrated with examples such as 21×23 and 34×12.

Master the vertically and crosswise technique to multiply three digit numbers, learning vertical and crosswise moves through step-by-step examples.

Learn to multiply four-digit numbers using the vertically and crosswise technique from Vedic mathematics, with step-by-step practice and worked examples.

Learn to multiply numbers with different digits using the vertically and crosswise technique of Vedic Math, including aligning digits with leading zeros and applying crosswise and vertical calculations.

Master fast shortcuts to multiply any number by five, twenty-five, or one hundred twenty-five by placing zeros and halving, or mentally dividing by four or eight.

Master fast mental multiplication using a left-to-right Vedic technique for times tables, emphasizing place value and expanded form for 12 to 19.

Extend the same place-value technique to write times tables up to 100 and 1000, using mental multiplication and number splitting. Practice to speed up brain additions and master multiplication.

Master mental calculation of times tables using Vedic Math techniques, keeping a few numbers in brain to compute large and small products with place value insight and steady practice.