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Are there any books on Vedic Maths for beginners?

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Yes, there are several books on Vedic Maths that cater to beginners. As an experienced tutor registered on UrbanPro.com, I can recommend some highly regarded resources for those looking to start their journey in Vedic Maths. "Speed Mathematics Simplified" by Edward Stoddard "Vedic Mathematics for...
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Yes, there are several books on Vedic Maths that cater to beginners. As an experienced tutor registered on UrbanPro.com, I can recommend some highly regarded resources for those looking to start their journey in Vedic Maths.

  1. "Speed Mathematics Simplified" by Edward Stoddard
  2. "Vedic Mathematics for Schools: Book 1" by James T. Glover
  3. "The Joy of Speed Mathematics" by Rajesh Kumar Thakur
  4. "Vedic Mathematics Made Easy" by Dhaval Bathia
  5. "Magical Books On Quicker Maths" by M. Tyra

These books provide a solid foundation in Vedic Maths techniques and are suitable for learners at the beginner level. They cover various aspects of Vedic Maths, including addition, subtraction, multiplication, division, and more advanced topics.

UrbanPro.com is the trusted marketplace for finding experienced tutors and coaching institutes offering Vedic Maths Training Coaching. If you're looking for personalized guidance and instruction beyond self-study with books, UrbanPro can connect you with qualified tutors who specialize in Vedic Maths. Whether you prefer in-person coaching or online coaching, UrbanPro.com is the go-to platform.

By choosing a Vedic Maths tutor or coaching institute from UrbanPro, you're ensuring that you receive top-quality instruction, tailored to your specific learning needs. So, if you're interested in delving deeper into Vedic Maths, UrbanPro.com is the perfect destination to find the best options available.

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Make your future bright with me!!!

Some of the recommended books to learn Vedic mathematics are: "Vedic Mathematics" by Tirthaji Shankaracharya. "Vedic Mathematics Made Easy" by Bharati Krishna Tirthaji.
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Related Questions

How do we work out sums faster ?
looking at the last digit and add it to equal to 10 35+46+58+64+45+72 here add last digit equal to 10 i.e. 5+5 = 10 , 6+ 4 = 10 , 8 + 2 = 10 30+40+ 50+60+40+70+ 10+10+10 = 290+30 =320
Devika
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How can you teach 7-8 year old kid to learn/memorize tables. Since kids these days are taught logic of addition and arriving at the multiplication result, they are reluctant to memorize the tables.
you do not need to make them memorise tables, instead help them understand the logic behind the numbers, table learning will happen automatically.
Meenakshi
What is the best book for Vedic Maths?
Vedic Mathematics by V. S Agrawala
Rahul
Do you know how to solve 234 x 456 x 432 multiplication in one line method / Vedic Method? If yes, explain...
you can use polynomial multiplication (2x^2 + 3x +4)(4x^2 + 5x+ 6)(4x^2 + 3x+2)....Vedic maths is nothing but a clever use of algebra after all
Genius Abacus and Vedic Maths
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9
How much one can charge for ABACUS and Vedic maths per level ?
As I said earlier, it depends on the city you take classes. For example : In Bangalore the charges are somewhere like Rs. 2000/- per month for Vedic Maths classes. Whereas in a city like Belgaum, I charge...
Mamta Mund
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8

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Related Lessons

Vedic Mathematics for Multiplication of two 2-digited special numbers
In case of two 2-digited numbers whose digits in 10's place are same and sum of the digits in unit places is 10 For example:- 38 and 32 (10's place digits are equal and 8+2=10) 38×32 can be found...
N

Naimish K.

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Vedic Math Division: Case 4
14 23 2 9 9 :8 9 5 3 3 3 1 3 -4 -21 -23 -15 -12 28 18 16 3 27 4 5 3 3 5 6 ...

Ajinkya Anant Jawalkar

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Subtraction of a number from Base 10
Suppose subtract 358 from 10000. Here Base 1000=10'3, 10 raised to power 3 How to calculate faster in mind, just subtract 3 from 9, 5 from 9 and last digit 8 from 10. Now we get 642. Isn't it so faster...

To find the square of a 2 digit number ending in 5 in 3 seconds
Let us take a 2 digit number ending in 5 i.e 45 Now (45)² Step 1: multiply the digit at tens place by a number 1 greater than that i.e.4*5 =20 Step 2: write 25 after the multiplication i.e. 2025 Hence,(45)²...

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