Trick 21 - Amazing Trick to Square Repeating Numbers

Hey Friends....Look at these amazing patterns in the squares of some repeating numbers......can you find square of 3333 in 3 seconds ???? If not....view this.....and find more amazing videos at:
/ @sureshaggarwal

[@ashwinin4983]

very informative. thank you sir

[@bravikumar8950]

👍👍👍

[@deanarond5264]

If this trick sometimes works and sometimes doesn't, you need to tell us that and tell us how we can know when it works or not!!

[@rtyagi1975]

cool

[@Deva_9495]

These is amaaaaaaaaazing sir.. Thanks a looooooot

[@savithars1469]

What about other nbr sir

[@rakeshpeddapalli6036]

Sir Plzz start airthematic topics for competitive exams

[@sureshaggarwal]

Sure

[@rakeshpeddapalli6036]

@@sureshaggarwal Thnq sir

[@spoortishetty1884]

But it is not working with 888 ... Reply

[@NeelamVerma-xd7dt]

Nice sir

[@deanarond5264]

Thanks!!

[@jravivenkat]

Sir why it is not working for other numbers... This trick works only for numbers like 1, 3, 6 and 9... What is the trick for other numbers in this case.

[@sureshaggarwal]

+Venkat Ravi ....for other numbers there are separate methods.....keep viewing the channel.

[@jravivenkat]

Suresh Aggarwal : thank you for the quick response... I'm following all your videos and it's really great...

[@raghafazkamuhammad8576]

This trick is also worked for number 12, 15, and 18. For those numbers, we multiply the numbers by 11, 111, 1111, and 11111.
12^2=144
(12x11)^2=1(7)4(2)4
(12x111)^2=1(77)4(22)4
(12x1111)^2=1(777)4(222)4
(12x11111)^2=1(7777)4(2222)4
15^2=225
(15x11)^2=2(7)2(2)5
(15x111)^2=2(77)2(22)5
(15x1111)^2=2(777)2(222)5
(15x11111)^2=2(7777)2(2222)5
18^2=324
(18x11)^2=3(9)2(0)4
(18x111)^2=3(99)2(00)4
(18x1111)^2=3(999)2(000)4
(18x11111)^2=3(9999)2(0000)4

[@saiyours58]

@@raghafazkamuhammad8576 thanks bro

[@ShafiqulIslam-rj5re]

U guys must be indian

[@eprabhakarreddy8636]

Guy's