Will learning Vedic maths help in clearing the CAT?

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"Rajesh Kumar N: Guiding Young Minds from 1 to 12 with Expertise and Care"

Yes, for faster quantitative aptitude solutions.
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"Rajesh Kumar N: Guiding Young Minds from 1 to 12 with Expertise and Care"

Yes, for faster quantitative aptitude solutions.
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Related Questions

What is Binomial Theoram.. What is its use in real life?
Binomial theorem is useful method in expanding the power (a+b)^n in to the sums. It is useful in nations economic prediction.Economists used binomial theorem to count probabilities that depend on numerous...
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The Govt. is supposing to introduce Vedic Maths in school education (curriculum) - Is it right or wrong?
If you check CBSE Class 8th Mathematics Text book. They have concepts that make use of Vedic Maths Methods. Ministry of HRD and Those who develop curriculum for CBSE already worked on this.
Genius Abacus and Vedic Maths
Why is Vedic Maths so popular?
it save time as it has lot of short tricks to solve the problems quickly and accurately
Rajesh

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Related Lessons

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...

Squares of number ending with 5
Squares of numbers ending with 5 For all the 2 digits & 3 digits number ending in 5, we can calculate using SubSutra : Antayordaske pi ( last totalling 10) Meaning : The sum of the digits in...

Vedic Math Division: Case 3
7 25 3 8 :2 0 0 0 7 4 8 11 7 7 7 -21 -14 -63 -42 -21 42 22 74 49 28 49 28 3 2 9 6 3 6 3 ...
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Vedic Math Method For Finding Cube Root Of Perfect Cubes
I request the students to memorize the cubes of numbers 1 to 10. The list is below: 1 1 2 8 3 27 4 64 5 125 6 216 7 343 8 512 9 729 10 1000 Remeber the last digit of the cubes for...
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