Vedic Maths: Addition - End Numbers.

Hello friends Today we are going to learn in this post a new concept of Vedic Maths and the new concept is in Addition to the sub-concept name End numbers without counting with fingers you will learn addition fast so read the post carefully.

A new concept of Vedic Maths in addition and numbers

What is End Numbers?

So The End Number is the unit's place of the soultion. For example, 6 + 8 is equal to 14 with our Simple Maths answer is 14. But with the Vedic Maths answer is 4.

You have a question right. How the answer is 4? Your question is right. The answer is 4 because we must not write the answer 14 but we have to write its end number let 14 so the unit place of 14 is 4. So this is the End numbers game in Vedic maths here we had taken 4 instead of 14 now let's take another example another example is 8 + 3 is equal to 11

8 + 3 is equal to 11.

As we had solved earlier we are not going to write 11 instead We are going to write only one because the unit place of 11 is 1 show the and number of this question 8 + 3 is equal to 11 is 1.

Now when I ask you to get 8 + 7 is equal to how many? means what is the end a number of 8 +7 your answer must be 5 because the end number is the unit place remember it 8 plus 7 is equal to 15 in the unit place of 15 is 5 so the answer is 5.

Wow you are solving these simple terms without your finger and you are solving it with your mind let's take another example what is 8 + 4 what is the End number of this term modern maths the answer is 12 but with the Vedic Maths, the answer is 2. Because the unit place of 12 is 2. Another example 9 + 4 equal to 13 but by Vedic Maths, it is 3 because the unit place of 13 is 3.

You are just wondering now why are you solving this simple sums it is easy with modern mathematics but in the Vedic maths, it is the basic in the next post you are going to learn Double digits + single digits this is the new concept in Addition in Vedic Maths here you need to find the end number in some seconds only after you find end numbers double-digit will be added first so the and a number is the unit place of the given answer.

Quick recapping the new concept End numbers what you had learned here.

You had learned a new concept of Vedic Maths name End Numbers in addition it is an important concept to solve double-digit + single-digit sums. And the concept End number is nothing but the solution unit place answer or we can see the unit place of the solution. Let's take an example 5 + 7 is equal to 12 with the modern maths but by the Vedic Maths, the answer is 2 because the unit place of 12 is 2, So this was a new concept and a number.

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Vedic Maths: Addition - End Numbers.