This is how I did it because I got really mad XD
0+0+0≠6
1+1+1≠6
2+2+2=6
3x3-3=6
4+4+4≠6
5+5+5≠6
6+6-6=6
7+7+7≠6
8+8+8≠6
(sr)9x(sr)9+(sr)9=6 (sr means Square Root) - Austin Frey
When they mentioned factorals, I saw a lightbulb. I tried to do it before
they said the answer, and 8 is the hardest.
If I got something wrong, please remember this is supposed to be one of the
hardest puzzles.
(0!+0!+0!)!
(1+1+1)!
2+2+2
3x3-3
4+4-(✓4)
5/5+5
6+6-6
7/7-7 (absolute value)
((✓(8+8))!/8)!
(9+9)/(✓9) - Neo Torralba
Solution to all real numbers:
(ln(sqrt(x))+ln(x))/ln(sqrt(sqrt(x)))=6 - Joost van Mil
I thought they couldn't use square roots as it has a implicit 2... But I
could do all the numbers from 1 to 7 without sqrt =)
the 4 was the most difficult. (4-(4/4))! = 3! = 6 - Tadashi Mori
I've done every number except zero....
(1+1+1)!=6
2+2+2=6
3!x(3/3)=6
4+4-√4=6
5+(5/5)
6+6-6=6
7-(7/7)=6
8-√(√(8+8))=6
√9+(√9)x9=6
How eight works... 8+8=16, √16=4, √4=2, 8-2=6..
How nine works.. √9=3, 3x9=27, 27+9=36.. and √ of 36 equals 6!!!!
It took me around 15 minutes to work this out.. I am 15 and I used to do a
lot similar things in Intermediate..... I hope all the equations are
right... - Lizzie Song
ive got 7 of the 10 so far. im missing 0, 1, and 8. - kellen liame
Extending the problem: what is the solution for 3 10's. Rules not splitting
1 and 0. 10 should be used as a whole. Also not the generic soln given by
Joost - Dheerendra Kulkarni
I was able to do them in the first attempt. The only difference in my
approach was in 8.
8-V(V(8+8) = 6
8-V(V16)=6
8-V(4)=6
8-2=6
6+6
So basically 8 is as simple as the others. I got stuck on 0 in the end but
eventually got through that as well. :) - Prakhar Chanauria
This is like math for a 5th grade azn kid. Not even challenging a bit.
Exaggerate much? - Ellery Pham
I did it during the pause, and my processes were the same, except that for
8 I did 8-the square root of the square root of 8+8. - Jeikobu Kooruman
8 is not the hardest. My son solved it before 0 or 1 and the solution is
different then the one in the video.
8 - square root( square root( 8 + 8 ) ) - osgnuru
When they mentioned factorals, I saw a lightbulb. I tried to do it before
they said the answer, and 8 is the hardest.
If I got something wrong, please remember this is supposed to be one of the
hardest puzzles.
(0!+0!+0!)!
(1+1+1)!
2+2+2
3x3-3
4+4-(✓4)
5/5+5
6+6-6
7/7-7 (absolute value)
((✓(8+8))!/8)!
(9+9)/(✓9) - Pure Analysis
I found this amusing but not so hard after all. (Took me 4 minutes I think)
(0! + 0! + 0!)!
(1 + 1 + 1)!
2 + 2 + 2
3 * 3 - 3
4 + 4 - sqrt(4)
5 + (5 / 5)
6 + 6 - 6
7 - (7 / 7)
8 - sqrt(sqrt(8 + 8))
sqrt(9 * 9) - sqrt(9) - Martijn Courteaux
Honestly, just placing a slash through the equals sign is the easiest way
to do that, because that indicates "is not equal to" and is well within the
rules of using mathematical symbols - Dustmop Oelmann
cos(0) = 1 and use next line
┌tan(1)┐ + ┌tan(1)┐ + ┌tan(1)┐
2 + 2 + 2
3! * (3/3)
sqrt(4) + sqrt(4) + sqrt(4)
5 + (5/5)
6 + 6 - 6
7 - (7/7)
└√8┘ + └√8┘ + └√8┘
(9+9)/√9
Now back to the video. I'm sure I broke some rule he forgot to introduce
because this is too easy. - DarKMaTTeR
Well they did some of those better than I did, but I managed to come up
with:
(0! + 0! + 0!)! = 6
(1! + 1! + 1!)! = 6
2 + 2 + 2 = 6
(sqrt(3) * sqrt(3)) + 3 = 6
sqrt(4) + sqrt(4) + sqrt(4) = 6
5 + (5 / 5) = 6
6 * 6 / 6 = 6
7 - (7 / 7) = 6
8 - sqrt(sqrt(8 + 8)) = 6
(9 + 9) / sqrt(9) = 6
took about 25 minutes, though... - Joshua Hainge
you said you have to get the other to get the eights.Wrong because i got
the eights without ones and twos (root(root(8)Xroot(8)))xroot(8) thinking
in general that i need root(36) - manos mp
Pretty easy, except for 8.
My solutions for 8:
-(8 / .8 mod 8)=6
Here's how it works:
8/.8 = 10
10 mod 8 = 2
-2 (mod 8) = 6
Also, if you're a computer scientist and you use logs in base 2, log 8 = 3
so...
log 8 times log 8 - log 8 = 6
(but that might be cheating, since "log" doesn't mean base 2 all the
time... - Matthew Bloomfield
9:58 he flicked off the dude - Duck wild
WHAT? I did Zero and One last, I don't understand your solution to 8.
I did pause and I googled basic Maths Symbols so am I cheating? many years
since I was at school :( (4+4) - sqrt4 ..... 8 - sqrt sqrt (8+8) I
think I done good. - Qudos
+Kara Daviduik that would be adding an extra number though. which they
couldn't - Ramhams1337
i did 8 differently
8 8+8=6
8 sqrt16=6
8 sqrt4=6
8-2=6 - thedarkswampert12345
4 was easy. 4/.4-4. I did all except 1 and 8. - Patrick Hanlon
Am I the only one who thought 8 was the easiest. If you do the sqrt of the
sqrt of 8+8 you get 2 so 8- that gives you 6 - Shampoo8357
I tried for 5 minutes then gave up because it was so hard. - Kevin LoCascio
The man in the red had wonted a high five but his friend just left him
hanging lol - Diamond Whitehead
I got them all! (no really, if you want me to prove it, ask me to!) - Gary Lu
I used more factorials and cos(0) for the zeros
(cos(0)+cos(0)+cos(0))! = 6
(1+1+1)! = 6
2*2+2 = 6
3-3+3! = 6
sqrt(4) + sqrt(4) + sqrt(4) = 6
(5/5) + 5 = 6
6+6-6 = 6
7-(7/7) = 6
sqrt((8/8) + 8)! = 6
9-9+sqrt(9)! = 6 - eternal kaori
There is a way to break the system if you use integrals. U can literally
just take the integral of all of the numbers individually which gives u 0 0
0 and then u just do what u did with the actual 0s. - sean henderson
Also there happens to be another solution to 8 without factorials
- PenguinSparklez
how about 10?
(log(10)+log(10)+log(10))! - Lauge Rønberg
I found a single solution for all, though it does use set theory:
#({0,0,0})!
I words that means the amount of elements in the collection {0,0,0}
factorial. - Edekje
they also could have done cos(0) to make 1 instead of 0! - blingn007
uploader responding to comments regularly. subscribed. - SQUi5HiiFiSH
different way to do 8 is |√(√(8+8))-8| - Tom Kovar
solution for everything: count(n,n,n)! = 6 - Yeskt.com
It would be easier to do (8!-8)/8 - Complex Gaming
i'm going to do this to my math teacher who thinks i'm a dunbass - #chilling with da homies
I'm using scam school to get free pizza from my math teacher… putting bunch
of stuff on notecards - Claire Williams