Fastest human calculator on earth! (1 Viewer)

[qwerty44]

The long division one really got me.

 

[Examine]

Standard

 

[SpiralFlex]

The long division one really got me.

Uh, I can do that? Just plain division.

 

[qwerty44]

Uh, I can do that? Just plain division.

That quickly to so many decimal places?

If so, looks like he isn't the fastest then.

 

[RealiseNothing]

The long division one really got me.

Lol that isn't that immpressive. The long division one is really simple, you know 7 goes into 923, 131 times, with 6/7 left over. So all he needs to know is 6/7 as a decimal and add it on the end of 131, which isn't hard to remember.

 

[RealiseNothing]

Uh, I can do that? Just plain division.

Same here.

 

[SpiralFlex]

Also I don't look for those tricks, just do it normally. To be fair, didn't watch video.

 

[RealiseNothing]

Also if anyone wants to know how he did the last one:

Find cube root of 912673.

1) It's obviously a 2 digit number.

2) It's also obvious that . So the first digit is 9.

3) It ends in a 3, so the second digit can only be a 7.

Hence the answer is 97.

 

[bleakarcher]

The long division one really got me.

Much congrats to this guy, now give him the Riemann hypothesis..

 

[wildchild666]

2) It's also obvious that . So the first digit is 9.

dudewut

 

[bleakarcher]

dudewut

912 lies between the cube of 8 and 10 so it must begin with a 9..

 

[RealiseNothing]

dudewut

Those brackets with the tiny lines at the bottom mean the "floor value" of the answer. Which is you take the answer without regard to the decimal. ie - .

 

[Absolutezero]

Keep in mind that it's not getting the answer, but the speed at which it is done. While the tricks show how it is done, it is still the speed he's developed that makes it impressive.

 

[RealiseNothing]

Also something cool is that 1729 is the lowest number that can be expressed as the sum of 2 different sums of 2 cubes.

 

[RealiseNothing]

Keep in mind that it's not getting the answer, but the speed at which it is done. While the tricks show how it is done, it is still the speed he's developed that makes it impressive.

I can do it that fast too..... (so can spiral).

 

[qwerty44]

I don't think that the fact he can do them is amazing, it's the speed at which he does them.

Skip to 4:10


EDIT:

Keep in mind that it's not getting the answer, but the speed at which it is done. While the tricks show how it is done, it is still the speed he's developed that makes it impressive.

+1

 

[Absolutezero]

I can do it that fast too..... (so can spiral).

While I believe it can be done, I'm hesitant to believe you can currently do it.

 

[Thief]

Realise is a maffs god

 

[PaterzAttack]

I can do it that fast too..... (so can spiral).

post video

 

[wildchild666]

I think the fact that people can do maths is amazing.