@prakharsingh4763
My brain left the skull
@RetroGDGamer
If you didn't underatand it, here's an easier way: 1+10+100+1000=1111, right? And multiply that by 9 and you have 9999. You still with me? Add 1 and boom, 10000, which is the same as 10^4.
@noahgilbertson7530
I love this identity, because everyone secretly knows it from when they learnt how to add big numbers together
@prakashlakhapate1598
This is true for any no 5(1+6)+1 = 36=6^2 Dhanyavad!!! Prakash Lakhapate
@anadiacostadeoliveira4
Have you seen the Koch Snowflake? This one is similar to the Koch Snowflake fractal 😮😊
@LiberTeaBag
Great video
@varenyamgupta1552
the forbidden snowflake....
@josueantovani8019
hey man, do you know how to create sum formulas? I was trying something these days, and i tried making the same theory as the "odd sum sequence" = "the k term"^2 My sequence is like this: 1 + 6 + 12 + 18 + ... You got the idea lol; what i'm trying to do, is to prove that by doing this, you get some prime numbers, and sometimes you don't, so... Could you help me with that? I really want to test this in practice My theory: "let the sum of a sequence be, such that when n is 1, x = 1, and when n is an integer ≥ 1, the sequence will be 1+6n; when n = 6k, for k ≥ 1, the sum will always give a coprime; when n ≠6k, 1+6n will be a prime"
@yugaindiranmarimuthu7310
My brain froze while trying to understand.. I'm sure I'll get it if i stare long enough.. can anyone tell me what this is usually used for.. i want to know if i should refresh my memory or not
@miniak2708
Sevenflake
@NaeldanElimiaw
Im getting donut flashblacks
@jeejmfhz3875
🤩
@BP-bq9uz
vriska
@suhnih4076
G'
@mikoliism