Introduction: Calculate Square Root of Specific Numbers Upto 100 Within 5 Seconds!

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Ladies and Gentlemen, Good Morning or Good Evening.

I am Saumitra Topinkatti. I am here presenting this Instructable with teaches you how to calculate Square Root of a specific integer, whose actual square root is a endless rational number in just 5 seconds.

Now this technique really works with all numbers, but I suggested it between 1-100 just because only number between this range can be answered within seconds.

OK, let's not speak up more about this, let's grab you straight into this technique.

Hold On!

Step 1: Which Numbers?

Now, as the title specifies, only specific numbers, I will show you which numbers are they all associated with.

Here, the number should be:

1). Factor of 6.

2). Should be a Perfect Square of the result of the chosen number on dividing by 6.

(HOPE YOU DIDN'T GET THE 2ND POINT RIGHT? DON'T WORRY THIS WILL BE CLEARED.)

Now, 1st point says a number which is a factor of 6, meaning that the number has appeared in the multiples of 6.

Example:- 24 is a factor of 6, because 6 x 4 = 24.

And, 2nd point states that the result that comes on dividing the number by 6, should be a Perfect Square(meaning whose Square Root is a Irrational Integer).

Take an example:

If the chosen integer is 54:

1). 54 is a factor of 6, because 6 x 9 = 54.

2). (54/6) <-- answer for this should be a number which is a square of a small integer.

(54 / 6 = '9', which is equal to 3 Square).

(24 / 6 = '4', which is equal to 2 Square).

(96 / 6 = '16', which is equal to 4 Square).

(GOT IT RIGHT? LETS MOVE FORWARD).

Now the real procedure starts on next Step.

Step 2: Actual Calculation

Now, as we have discussed the matter of which specific numbers, we can calculate their Square Root.

So,

(Square Root of Chosen Integer) = 2.45 x (Square Root of (Chosen Integer / 6))

(TRY TO UNDERSTAND THE ABOVE FORMULA).

Example:- If chosen Integer is 54, then

54 = 2.45 x (Square Root of(54 / 6))

54 = 2.45 x (3)

54 = 7.35

So, the square root for 54 is 7.35.

Now this only works on the Integers which are associated to the statement on Step 1.

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