How useful is vedic maths?

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Ajay Gupta

Vedic maths is a system of mathematics that originated in ancient India and is based on 16 sutras (aphorisms) and 13 sub-sutras. Vedic maths may be a useful tool to simplify complex mathematical problems and increase their speed and accuracy in calculations. Vedic maths can be particularly helpful...
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Vedic maths is a system of mathematics that originated in ancient India and is based on 16 sutras (aphorisms) and 13 sub-sutras. Vedic maths may be a useful tool to simplify complex mathematical problems and increase their speed and accuracy in calculations. Vedic maths can be particularly helpful for students preparing for competitive exams, where speed and accuracy are critical. read less
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What is the fee structure of Vedic Mathematics in Hyderabad..(summer one month program)
5000
Anjaneyulu Mekam
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How much will be the fee for a month?
The level fee is Rs 3250/- for the 1st level
Virinchi

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
Hey, what is to be done if my profile says I am a tutor instead a learner?
report to urban pro
Chirag
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How fast are you?
9999 x 9999 235 x 235 777 x 777 102x102x102 978x978 Do you know the techniques are lying in logical math? Any question of this sought, If you know, any of them, please reply and get appreciation. And...

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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...

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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

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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...
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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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