Complete High Speed Vedic Maths Course |Mental Maths Mastery

Master the basics of addition in Vedic maths by practicing single-digit plus single-digit sums, learning the addition table, and distinguishing carry and non-carry results for rapid mental calculations.

Learn a left-to-right mental addition method for single- and double-digit sums, using neighbor results, unit-digit memory, and carry rules to speed up calculations.

Master fast addition with left-to-right rules, see the result before writing, and carry handling for two-digit and multi-digit sums, including lendee additions, through extensive practice.

Learn the addition by subtraction sutra to speed mental math by transferring a part from one addend to the other, using near multiples of ten for quick calculations.

Master the adjustment rule to add a list of numbers using bottom-to-top carrying, applying vedic maths techniques to handle single and multi-digit sums quickly.

Learn the subtraction basics with the complement of a number in base ten and base nine, and classify digit pairs as match, mismatch, or identical for fast mental math.

Learn fast subtraction using vedic maths rules: left-to-right digits, mismatched combinations reduce previous digit and apply complements, guided by the three fingertips rule, with examples.

Master subtraction techniques using magic, mismatched, and identical combinations by moving left to right; apply the fourth rule by looking ahead when neighbors are identical and using complements for mismatches.

Learn the all from nine last sutra to subtract from multiples of ten or higher, using left-to-right subtraction when the numbers have equal digits, with practical examples.

master fast subtraction using the from nine last from sutra and the suppression technique, applying stepwise rules to handle digits and multiples of ten in high speed mental maths.

Explore the rule of adjustment for multiplication by a single digit, using mental math and guided examples that connect earlier addition and subtraction concepts.

Learn the three-step rule to multiply any number by 11 using vedic maths: copy the last digit, add neighboring digits from right to left, and copy the first with addition.

Learn a two-step method to multiply any number by 12 to 19 using unit-by-unit multiplication and carries, then copy the first digit with the carry.

Learn the opposite method for multiplying any number by 21, 31, 41, up to 91, using a two-step rule: copy the last digit, multiply the rest, and add with neighbors.

Master multiplication tricks in vedic maths by replacing 5, 25, and 125 with 10 by 2, 100 by 4, and 1000 by 8; add zeros and divide by two.

Learn to multiply by the series of nine using two sutras: one less than the one before, and all from nine, last from ten. Works for any number of digits.

Use a two-step rule for multiplying numbers with equal tens and unit digits summing to ten. The first part uses one more than previous, second part multiplies the unit digits.

Learn a fast Vedic maths multiplication method where unit digits match and tens digits sum to ten, using a two-part rule: tens multiplication plus the unit, and the unit square.

Identify the base in multiplications near powers of ten and apply cross addition and digit multiplication to compute results quickly, using examples like 98×96 and 103×102.

Learn criss-cross multiplication for two-digit numbers by grasping a repeating pattern and applying three steps: multiply the end digits, add crosswise products, and complete with the remaining digits.

Learn the criss-cross multiplication pattern for multi-digit numbers, starting with three-digit by three-digit cases and extending to any digit length. Practice crosswise and vertical steps for fast mental math.

Master the criss-cross method for multiplying three-digit and two-digit numbers, following a pattern of direct multiplication, crosswise products, and addition to produce the final results.

Master four-digit multiplication with the criss-cross technique, following a pattern of progressive crosswise steps to multiply large numbers quickly and accurately.

Generalize criss-cross multiplication to handle numbers with different digit lengths. Explore the vertical, crosswise, vertical pattern across one to four digits and practice applying the method to multi-digit multiplication.

Master division concepts using the vidic method for single-digit divisors, identifying dividend, divisor, quotient, and remainder, and practice fast left-to-right mental calculations.

Learn a fast two-step trick to divide by five: multiply the number by two and place a decimal after the first digit from the right, with practical examples.

Learn a quick division method for numbers by five, twenty-five, or 125: multiply the numerator and denominator by 2, 4, or 8 and place the decimal.

Learn to divide any number by nine using a digit-by-digit rule, identifying dividend, deviser, quotient, and remainder, and extend this method to 99 and 999 for high-speed mental math.

Learn to divide numbers by 99 and 999 using two-digit block splitting from right to left, copying the first block, then adding adjacent blocks to obtain the quotient and remainder.

Learn to divide a number by 11 quickly with a rule: copy the first digit, subtract successively, use the last digit as the remainder, and the rest as the quotient.

Learn the square method for numbers 11–19 and 21–29, after memorizing squares from 1–10. Use base-10 and base-20 formulas to calculate squares with practice and examples.

Master the high-speed Vedic maths trick to square any two-digit number using the AB squared formula: A^2, 2AB, B^2, followed by the adjustment rule, with examples like 32^2 and 46^2.

Master a four-step Vedic maths trick to square any number ending in 1 in five to ten seconds by squaring the preceding digits, doubling them, appending 1, and adjusting.

Learn to square numbers ending in 5 using a two-part method: multiply the digits by one more than previous, then append 25; examples include 35, 65, 75, 95, 125, 315.

Apply a three-step trick to square numbers near powers of ten: subtract the base, add the result, then square the first result, using bases like 10, 100, and 1000.

Apply a three-step method to find the square of any number, including repeat-digit numbers like 66 and 55. Square the first and last digits, then apply the adjustment rule.

Learn the duplex method to compute the square of any number by multiplying the outer digits and adding the inner square, with examples for single, two-, and three-digit numbers.

Apply the criss-cross multiplication technique as a general method to find the square of any number, using two-, three-, and four-digit examples for quick mental math.

Master the square root using a two-segment long-hand method and unit-digit rules. Apply boundaries from nearby squares and a multiplication check to identify the correct digit.

Introduce a fast cube method by splitting two-digit numbers into A and B and applying a vertical-slice formula, with extensions to three-digit numbers, four-digit numbers, and adjustment rules.

Learn to find cube roots by recalling cubes 1–9 and using a three-digit segment method for five or six-digit numbers. For seven to nine-digit numbers, the root becomes three-digit.

Master rapid doubling by classifying digits into group one (0–4) and group two (5–9), using left-to-right carry rules. Apply to division by five, fifty, or five hundred by doubling first.

Learn to find the half of a number quickly by dividing by two and handling remainders, then apply this half technique to speed up multiplication by five or by ten.

Explain the three types of fractions: proper, improper, and mixed, and show how to add and subtract them using crosswise multiplication. Convert mixed fractions to improper form for calculation.