-Must add up to 24 -Can only use set of given numbers \(\ once \) -Can only use \(\ basic \) operations, this includes multiplication, division, addition and subtract Given set: {1,3,4,6} In the booklet I was reading it said "a problem like this can be used to define how "hacking" is defined as." >.< How would you actually solve it, after trying 3 different methods, I re-read the instruction >.> I was off. My younger brother asked to use exponential equations. I didn't actually try, didn't seem to be much of use.
Can we use brackets here? I came up with...\[6 \div (1 -(3\div 4))\]
There's no multiplication in there though.
Oh, no addition either.
It's legal
It says you can use them, it's not necessary. And yes, that's one of the solutions.
There's one I'm really interested in solving, but it's midway through the book. They're scattered throughout the book. I read up to the 15th page just because I wanted to see if it matched my solution.
That would be 4 * 5 = 20 not 24
Ooh, I found the one I wrote on Yahoo Answers too.
Oh, dammit. That's actually 8.
How is that 8? o.o
\[3+1 = 4\]\[6 -4 = 2\]
Well, anyway, I hope the first answer really is legit.
Yes the first one is legit. There's a few more I believe. >.< I have to wait though .-.
Forgive my naivete... but what's an exponential equation (in this context)?
Probably exponents.
^ It involves logs @terenzreignz
Ah lol, hacky way\[\log_3(1) + 4 \times 6\]
I thought you meant actual exponents XD \[\Large 1^3(4\cdot6)\]
xD I thought about using them too. I wasn't allowed .-.
Well I have to get off for a while :/
Whoa Terence, that was beautiful. ;_;
You overreact parth XD Besides, exponents aren't allowed methinks?
Nope
Yeah - but that solution was pretty cool.
Though exponents should be allowed >.> x^2 = x * x which is valid >.>
But again, you can use something only once.
It would involve using x twice, though, violating one of the rules ^_^
But that would be a repeating term, 1^3 = 1 * 1 * 1
Wow we all said that >.<
lol
Talk about 'repeating', eh :D
ZOMG.
..so who ever can solve this can say they are a hacker? ^_^
\[\frac{ 6 }{ 1-(3/4) }\]
No, it said solving problems like this is what "defines" hacking. I'm still reading into it. The term hacking is tossed around allot.
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