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How does Vedic Maths simplify complex calculations?

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The most immediate benefit of Vedic maths is the simplification of complex calculations. From arithmetic to algebra, the techniques of Vedic maths can break down seemingly intimidating problems into manageable parts, making the process of solving them much simpler and more intuitive.
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Related Questions

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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What is the largest number you know?
googol:- 1 followed by 100 zeroes
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How will you teach additions to the kids without carrying? Examples please.
Use Vedic math Left to right method.
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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

It is 1
Anu

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With Vedic tricks and Methods, do the following questions. There are specific Sutras for each of the questions.
4759 + 352 =? 10000 – 6182 =? 106 x 102 = ? 91 X 103 = ? 52 X 43 = ? 364 X 712 = ? 8756439 X 9999999 = ? 2476 X 8124 =? 76493 ÷ 63 =? 91354 ÷ 521 = ? 83152 ÷ 62719 = ?

IMPORTANT RULES OF EXPONENTS
What are the 8 Laws of Exponents? Zero Exponent Law: a0 = 1. Identity Exponent Law: a1 = a. Product Law: am × an = a. m+n Quotient Law: am/an = a. m-n Negative Exponents Law: a-m = 1/a....

Find squares of any number that ends with 5.!!
Take a two digit number, Say 25. To find the square for 25. 25 × 25 = 625 Step 1: 5X5 = 25 Step 2: 2×3 = 6 25X 25 = 6 25

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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