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Does Vedic Maths involve mental visualization?

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Even though Vedic Mathematics is being used for various purposes, there are no approaches that use visualization to teach Vedic Mathematics or other systems of mental mathematics in the literature like the Trachtenberg system
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Related Questions

What is value of a & b.. in each case,

If a^b + b^a=45

If a^b X b^a=45

If a^b - b^a=45

1^44+44^1=45 So, a=1 & b=44 1^45*45^1=45 So, a=1 & b=45 46^1-1^46=45 So, a=46 & b=1
Paras Boradia
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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How will you solve the pi value? Explain please.
Take any circular items, measure their circumferences and diameters. Pi = circumference/diameter = 3.14 approximately
Genius Abacus and Vedic Maths
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The Govt. is supposing to introduce Vedic Maths in school education (curriculum) - Is it right or wrong? -
It's absolutely right. It saves time of calculation as compared to usual methods.
S
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Related Lessons

How to find multiplication of any number by 11
Suppose multiply 45 x 11 Easy way to multiply by 11 is write first figure | ( Add first figure and last figure) | write last figure 45 x 11 = 4 | ( 4+ 5 ) | 5 = 495

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...

Multiplication of 2 digit numbers
Multiply 2 digit number ended with 5 Example 25*25 Step 1- multiply 5*5 and write it on a paper Step2-multiply 2*2 and then add the same number 2 one times i.e 2*2=4 , 4 + 2 =6 Step 3 - 625 is the answer

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...

Vedic Math Division: Case 1
4 8 7 1 0 :8 8 0 3 7 2 -4 0 -12 -28 3 31 58 0 1 0 3 7 0 Quotient Remainder Case...

Ajinkya Anant Jawalkar

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