"Unlock the Power of Vedic Maths Sutras - Learn Fast and Easy!"

Unleash the potential of Vedic mathematics to solve issues more quickly, more precisely, and with more mental development. Discover the advantages right away!

Thu Oct 19, 2023


Introduction to Vedic Mathematics:

Vedic Mathematics is an ancient system of mathematical knowledge that originated in India and is known for its remarkable simplicity and efficiency in solving complex mathematical problems. The term "Vedic" is derived from the Sanskrit word "Veda," which means knowledge. Vedic Mathematics is not only a collection of mathematical techniques but also a holistic approach to understanding and applying mathematics. Here is an introduction to the fascinating world of Vedic Mathematics.

"Discover the Magic of 16 Sutras in Vedic Mathematics"

Vedic Mathematics, an ancient system of mathematical knowledge that originated in India, is renowned for its simplicity and efficiency in solving complex mathematical problems. At the heart of Vedic Mathematics are the 16 sutras, or aphorisms, that serve as guiding principles for performing various mathematical operations. These sutras are not just formulas; they represent a holistic approach to mathematical thinking that can significantly enhance one's mathematical prowess. Let's introduce these 16 sutras and their significance:

1. Ekadhikena Purvena (By one more than the previous one):

  • Simplifies multiplication, especially when one number is just one more than the previous number.

2. Nikhilam Navatascaramam Dasatah (All from 9 and the last from 10):

  • Converts subtraction into addition, making it easier to find complements and perform subtractions.

3. Urdhva-Tiryagbhyam (Vertically and Crosswise):

  • Aids in multiplication, particularly for breaking down complex multiplication into simpler steps.

4. Paravartya Yojayet (Transpose and Apply):

  • Simplifies long division by transposing numbers and applying division techniques.

5. Sopantyadvayamantyam (The Ultimate and Twice the Penultimate):

  • Helps efficiently find square roots, especially for perfect squares.

6. Ekanyunena Purvena (By one less than the previous one):

  • Provides a method for multiplying numbers when the first number ends in 1.

7. Gunita Samuccayah Samuccayaguṇyah (The Product of the Sum is the Sum of the Products):

  • Simplifies multiplication of multi-digit numbers by breaking them down into easier-to-manage segments.

8. Yavadunam Tavadunikrtya Varganca Yojayet (Whatever the Deficiency, Diminish That Deficiency and Set It Down as the Square):

  • Simplifies squaring of numbers close to a power of 10.

9. Antyayor Dasake'pi (Even and Odd Digit Sums):

  • Helps determine divisibility by 11 using the sums of alternating digits.

10. Vyashti Samuccaye (Particular Combination):

  • Simplifies addition of fractions and other operations involving specific combinations.

11. Samucchaya (Combination):

  • Aids in various mathematical combinations, particularly for algebraic expressions.

12. Yavadunam Tavatpratyayam (For Differential Calculus)

  • Useful for calculus and differentials.

13. Vilokanam (Specific Cases):

  •  Offers specific techniques for particular cases, such as finding squares of numbers ending in 5.

14. Gunakasamuchyah (The Factors are the Same):

  • Useful for finding the product of numbers with the same digit sum.

15. Yavdunam Tavdunikrtya Varganca Yojayet (By one less than the one before):

  • Simplifies multiplication when the multiplier is one less than the previous one.

16. Anurupyena (Proportionality):

  • Simplifies proportion problems and calculations involving ratios.

These 16 sutras form the foundation of Vedic Mathematics, offering a profound and efficient approach to solving mathematical problems. Understanding and applying these sutras can significantly enhance one's mathematical abilities and make mathematics more accessible and enjoyable.

"Discover the Secrets of Swift Math with 13 Subsutras"

Vedic Maths is known for its unique set of Sutras (mathematical rules) that simplify various mathematical calculations. These Sutras are further divided into subsutras or corollaries that provide more specific guidance for different types of calculations. Here are 13 subsutras from Vedic Maths with full details:

1. Anurupyena: This subsutra translates to "Proportionality." It is used for solving multiplication problems where one of the numbers is close to a base value (usually a power of 10). It simplifies multiplication by breaking it down into smaller, more manageable steps.
 
  2. Sankalana-vyavakalanabhyam: This subsutra means "By addition and subtraction." It is a technique that helps in performing calculations involving addition and subtraction quickly and accurately.  

  3. Nikhilam Navatashcaramam Dashatah: This subsutra deals with "All from 9 and the last from 10." It's a method for subtraction, particularly useful for finding complements of numbers to 10 or powers of 10.  

  4. Urdhva-tiryagbhyam: This subsutra translates to "Vertically and crosswise." It simplifies multiplication of two numbers by breaking them down into parts, multiplying those parts, and then combining the results.   

5. Paravartya Yojayet: This subsutra means "Transpose and apply." It's a technique for division, especially useful when dividing by numbers close to multiples of 10 or powers of 10.   

6. Shunyam Saamyasamuccaye: This subsutra translates to "When the samuccaya is the same, it is zero." It helps simplify subtraction by focusing on the equal digits in the numbers being subtracted.   

7. (Anurupye) Shunyamanyat: This subsutra means "If one is in ratio, the other is zero." It's a technique for solving proportionality problems where one quantity is given in a certain ratio to another, and the second quantity is zero.   

8. Sopaantyadvayamantyam: This subsutra translates to "The ultimate and twice the penultimate." It's used for finding squares of numbers that end with the same digit.   

9. Ekadhikina Purvena: This subsutra means "One more than the previous one." It simplifies squaring numbers ending in 5 by multiplying the tens part with the next consecutive number and appending 25 to the result.  

  10. Puranapuranabyham: This subsutra translates to "By the completion or non-completion." It aids in finding squares of numbers close to a base number.  

11. Chalana-Kalanabyham: This subsutra means "Differences and Similarities." It helps in solving problems involving patterns and series.   

12. Yaavadunam: This subsutra translates to "Whatever the extent of its deficiency." It simplifies multiplication of numbers where one is less than the base (usually a power of 10).  

  13. Vinculum: This subsutra deals with "Completion." It simplifies multiplication problems involving numbers with repeating digits.

Is Vedic Maths Difficult?

Vedic Maths, also known as "Speed Math" or "Mental Math," is a system of mathematical techniques and shortcuts that originated in ancient India. While many people find Vedic Maths to be a helpful and efficient way to perform calculations, it's essential to note that the perception of its difficulty can vary from person to person. Here's a detailed overview of Vedic Maths and factors that may influence its perceived difficulty:





IVMA: Indian Vedic Maths Academy
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