Re: Toughest Riddle Ever - see if you can get it
[ QUOTE ]
[ QUOTE ] [ QUOTE ] [ QUOTE ] I'm not sure if this violates the rules, but: x = 7 * 3 y = (3 - 7) (x)-(y)-(x/x) = 24 [/ QUOTE ] ya cause its the wrong answer [/ QUOTE ] I got the answer, no? I used the standard functions, only used each number once, and came out with 24. So, how's it wrong? [/ QUOTE ] It looks like you didn't actually use each number once. [/ QUOTE ] Yeah nevermind. I thought I could circumvent that whole thing if I just used variables, but I guess "x" does count too. I dunno. This is hard. |
Re: Toughest Riddle Ever - see if you can get it
I'm so giving up on this now, just like I gave up on level 13 of that damn laser game. :/
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Re: Toughest Riddle Ever - see if you can get it
I can get 23.333333333333333
24 ? Hmmmm |
Re: Toughest Riddle Ever - see if you can get it
If this is a trick question, I will stab you in the jaw.
[ QUOTE ] Challenge 24. 7373. For those of you that don't know how it works, you use all 4 numbers once and use the four basic math functions to get to 24. For example if you have 4444, you do 4*4 + 4 + 4 = 24. SHOOT! [/ QUOTE ] |
Re: Toughest Riddle Ever - see if you can get it
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I can get 23.333333333333333 24 ? Hmmmm [/ QUOTE ] Yeah, I got that too. I thought about trying to cop out by rounding up, but nah. [img]/images/graemlins/wink.gif[/img] |
Re: Toughest Riddle Ever - see if you can get it
Using + - * and / I dont think it can be done.
I can get 23 and 25. |
Re: Toughest Riddle Ever - see if you can get it
I think we need the answer....
I did A-Level Maths at School and even thats not helping me now... FWIW, I bet its a really simple answer as well... **Edited for grammatical purposes, so that TheTroll doesn't fail me on my coursework** |
Re: Toughest Riddle Ever - see if you can get it
I bet you can combine the numbers, and it'll be something like
=337/7 or similar |
Re: Toughest Riddle Ever - see if you can get it
Tried it, doesn't help.
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Re: Toughest Riddle Ever - see if you can get it
I did every combination; looks impossible.
You sure you got it right? |
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