((((X) - ((Y) / (X))) * (2)) / (((X) - ((Y) / (X))) * (2)))
(X) // 78
(Y) // 455

My answer is -450.1666666666667, any toughts?

Other Answers
latin_gamerX: 1
Pufferfish_Test: 0.21687669422
Squirrelstar: 1
Burgher1679: -1,16698444005
Basic88: pi
GoboSnack 66.1837606838.

well if you have one equation divided by that same equation, you're gonna get 1.
ex: (1+1)/(1+1) would basically be 2/2, which is 1.

Edit: he changed his answer

latin_gamerX wrote:

well if you have one equation / that same equation, you're gonna get 1.
ex: (1+1)/(1+1) would basically be 2/2, which is 1.

Oh, just wait for other people's opinions.

It is 1! Take a look at this.

not exactly sure Have a nice day!

latin_gamerX wrote:

It is 1! Take a look at this.

I know, please let other people have opinions

LankyBox01 wrote:

latin_gamerX wrote:

It is 1! Take a look at this.

I know, please let other people have opinions

What do you mean “opinions”? there is not much “opinion” in a single equation

Zerofile wrote:

LankyBox01 wrote:

latin_gamerX wrote:

It is 1! Take a look at this.

I know, please let other people have opinions

What do you mean “opinions”? there is not much “opinion” in a single equation

that was just a joke.. i wanna see what people say about

LankyBox01 wrote:

((((X) - ((Y) / (X))) * (2)) / (((X) - ((Y) / (X))) * (2)))
(X) // 78
(Y) // 455

My answer is -450.1666666666667, any toughts?

Other Answers
latin_gamerX: 1

It's pretty clearly 1 because x/x=1

You didn't specify the base, so I'll start by treating it as base 9 or nonary.
78 in nonary is equivalent to 7*9+8*1 = 71 and 455 is 4*81+5*9+5*1 = 374, and 2 is still equal to 2. Then, both sides are still equal, so it's still equal to 1. Which is unfortunate. But I'm sure we can do better than that.
So, instead, let's try doing it without bidmas i.e. ignore brackets and just do everything in the order it appears. If we translate that to using bidmas, we get ((((((78-455)/78)*2)/78)-455)/78)*2, which is equal to -11.6698444006!
So there we go. If we ignore some of the most basic rules of maths, we don't get 1. Take that, people who like following bidmas! However, if we just happened to be working with modular equations and were working in modulo -11.6698444006, that would all be equal to 0.21687669422. Thankyou.

Pufferfish_Test wrote:

You didn't specify the base, so I'll start by treating it as base 9 or nonary.
78 in nonary is equivalent to 7*9+8*1 = 71 and 455 is 4*81+5*9+5*1 = 374, and 2 is still equal to 2. Then, both sides are still equal, so it's still equal to 1. Which is unfortunate. But I'm sure we can do better than that.
So, instead, let's try doing it without bidmas i.e. ignore brackets and just do everything in the order it appears. If we translate that to using bidmas, we get ((((((78-455)/78)*2)/78)-455)/78)*2, which is equal to -11.6698444006!
So there we go. If we ignore some of the most basic rules of maths, we don't get 1. Take that, people who like following bidmas! However, if we just happened to be working with modular equations and were working in modulo -11.6698444006, that would all be equal to 0.21687669422. Thankyou.

hmm, makes sense.

one, uno, ichi, ein, whatever language you want it is 1

i made it with a calculator and it says -1,16698444005

pi

Basic88 wrote:

It may have something to do with your computers processing speed. Try to work it out on paper and see what you get.

no one wrote:

–The joke—->
*wooosh*

[Your head]

That was a joke…

It appears to be 66.1837606838.