Not too difficult math puzzle i'm having a problem with

deemve

New member
Joined
Feb 22, 2020
Messages
4
I have a math puzzler I cant figure out! I have the following numbers: 2, 5, 14, 33 and 39 and the symbols for multiplication, division and subtraction and the equals symbol. Havt to use each of those things only once into an equation that works. I was an English major, not math so this is bugging me. Can anyone help me out? I know this shouldn’t be that hard but, well, help!
 
Yes and only once. This making me nuts. Its part of a game and i know i solved it once before, years ago, but now it is aggravating me. Maybe i'm just getting old ?
 
Ugh.. this is making me crazy as well.

I even went so far as to figure out every single times table combination of the numbers......o_O
 
It's certainly possible, even likely!, that I've made an error, but I've thrown together a Mathematica sheet that comes up with every meaningful combination of these numbers and symbols and evaluates it.

None of them evaluated to True.

Clipboard01.jpg
 

Attachments

  • Clipboard01.jpg
    Clipboard01.jpg
    47.2 KB · Views: 3
Last edited:
It's certainly possible, even likely!, that I've made an error, but I've thrown together a Mathematica sheet that comes up with every meaningful combination of these numbers and symbols and evaluates it.

None of them evaluated to True.
Oh dear. I hope that's not the case. Thanks for the data though...

I keep on trying to make the equation use [MATH]14/2[/MATH], because that's the only even number combo in there, but I don't think that's right.
 
I can post all the combos if you like.

I did manufacture some test strings that evaluated to True, so the thing works at least in some sense.
 
I, for one, would like to see the combinations. And I'm also glad to see that the problem works in some way or another.?‍?
 
I have a math puzzler I cant figure out! I have the following numbers: 2, 5, 14, 33 and 39 and the symbols for multiplication, division and subtraction and the equals symbol. Havt to use each of those things only once into an equation that works. I was an English major, not math so this is bugging me. Can anyone help me out? I know this shouldn’t be that hard but, well, help!
Are you allowed to use parentheses? I thought I had found an answer, but I had a symbol wrong.
 
Are you allowed to use parentheses? I thought I had found an answer, but I had a symbol wrong.

If you are allowed to use parens and they are not included in the symbol list then this problem is terrible.
 
MY BAD!!!!!
Okay, so i didn't have my contacts in when i glanced at this and i wrote it down from memory which was WRONG. it isn't asking for a division symbol, but a PLUS SIGN. This simplifies it enormously. Sorry about that. still wouldn't mind the solution. Lazy.
 
Well, then, the solution I got works (with some rearrangement), because I'd added where I needed a multiplication ...

How about [MATH]5\times 14 = 39 + 33 - 2[/MATH]? or, if you prefer, [MATH]5\times 14 + 2 - 33 = 39[/MATH]. Or other variations.
 
Thank you! This came from a puzzle game for Sony Playstation 3 called Tumble which is an amazingly good physics puzzler with some super challenging levels. on math levels you have to arrange blocks into a correct equation (see image). I highly recommend this game but its almost impossible to get any more but if anyone is interested i'll tell you how to get it
 

Attachments

  • 5E73D94A-7032-4BAB-9692-328721A7B09D.jpeg
    5E73D94A-7032-4BAB-9692-328721A7B09D.jpeg
    3.5 MB · Views: 2
… it isn't asking for a division symbol, but a PLUS SIGN …
I've read ÷ as + more than once. It's an issue, particularly when looking at copies of copies of copies.

\(\;\)
 
[MATH]\left( \begin{array}{c} \text{2+5*14-33==39} \\ \text{2+5*14-39==33} \\ \text{2+14*5-33==39} \\ \text{2+14*5-39==33} \\ \text{2-33+5*14==39} \\ \text{2==33-5*14+39} \\ \text{2-33+14*5==39} \\ \text{2==33-14*5+39} \\ \text{2==33+39-5*14} \\ \text{2==33+39-14*5} \\ \text{2-39+5*14==33} \\ \text{2==39-5*14+33} \\ \text{2-39+14*5==33} \\ \text{2==39-14*5+33} \\ \text{2==39+33-5*14} \\ \text{2==39+33-14*5} \\ \text{5*14+2-33==39} \\ \text{5*14+2-39==33} \\ \text{5*14-33+2==39} \\ \text{5*14==33-2+39} \\ \text{5*14==33+39-2} \\ \text{5*14-39+2==33} \\ \text{5*14==39-2+33} \\ \text{5*14==39+33-2} \\ \text{14*5+2-33==39} \\ \text{14*5+2-39==33} \\ \text{14*5-33+2==39} \\ \text{14*5==33-2+39} \\ \text{14*5==33+39-2} \\ \text{14*5-39+2==33} \\ \text{14*5==39-2+33} \\ \text{14*5==39+33-2} \\ \text{33==2+5*14-39} \\ \text{33==2+14*5-39} \\ \text{33-2+39==5*14} \\ \text{33==2-39+5*14} \\ \text{33-2+39==14*5} \\ \text{33==2-39+14*5} \\ \text{33==5*14+2-39} \\ \text{33-5*14+39==2} \\ \text{33==5*14-39+2} \\ \text{33==14*5+2-39} \\ \text{33-14*5+39==2} \\ \text{33==14*5-39+2} \\ \text{33+39-2==5*14} \\ \text{33+39-2==14*5} \\ \text{33+39-5*14==2} \\ \text{33+39-14*5==2} \\ \text{39==2+5*14-33} \\ \text{39==2+14*5-33} \\ \text{39-2+33==5*14} \\ \text{39==2-33+5*14} \\ \text{39-2+33==14*5} \\ \text{39==2-33+14*5} \\ \text{39==5*14+2-33} \\ \text{39-5*14+33==2} \\ \text{39==5*14-33+2} \\ \text{39==14*5+2-33} \\ \text{39-14*5+33==2} \\ \text{39==14*5-33+2} \\ \text{39+33-2==5*14} \\ \text{39+33-2==14*5} \\ \text{39+33-5*14==2} \\ \text{39+33-14*5==2} \\ \end{array} \right)[/MATH]
 
Top