Question

Can anyone figure it out, why does this happens​

Answer 1

1. Take 3 digit number

100

2. Multiply by 13

100×13 = 1300

3. Multiply by 7

1300 × 7 = 9100

4. Multiply by 11

9100×11 = 100100

......... OH WOW WHT A MAGIC YRRR

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Answer 2

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Let us first take 111 as an example since it is a three digit number.

=>111×13=1443

=>1443×7=10101

=>10101×11=111111

Now, let us take 465 as second example

=>465×13=6045

=>6045×7=42315

=>42315×11=465465

• From the above two examples we came to know that by following above given procedure, we get the same number written twice consecutively as our answer.
• It always happens because product of 13, 7 and 11 is 10101 which makes it happens for each three digit number.

This is the best possible answer

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