A Conversation for The Myth Of 42 [(5-3+0+5) * (6+0) = 42]

Another 42-ism

Post 1

Hardy the Indecisive

174602

(-1+(7*4)-6+0)*2 = 42

Not very exciting, but it works.


Another 42-ism

Post 2

Argon0 (50 and feeling it - back for a bit)

I shall add with a link (ITOK)?


Another 42-ism

Post 3

Hardy the Indecisive

Sure.


Another 42-ism

Post 4

Argon0 (50 and feeling it - back for a bit)

Good...


Another 42-ism

Post 5

Hardy the Indecisive

I found another few solutions to my researcher number.

See http://www.bbc.co.uk/h2g2/guide/A557246


Another 42-ism

Post 6

Oengus (1+7-5)*(5+4+5)

Very interesting. But I bet you could spend your time in more productive ways. smiley - smiley

Oengus - still annoyed that one solution took 8 hours.


Another 42-ism

Post 7

Potholer

U92580 -> (9-2)*(5+(8^0))


Another 42-ism

Post 8

Merkin

Morning Argon0. Thought I would check out the divine truth and indeed U49185 -> ((4+1)x5)+(8+9) = 42 and indeed, I am of that number. I'm now off to find a more difficult way of achieving it as that looks too easy. smiley - winkeye


Another 42-ism

Post 9

Eeyyuuup- ((1+7)/4) + (4x10)=42

jimbobthefinder (U174410), for it is he, is completely gobsmacked and can't quite believe that he is able to present, for verification and publication (if proved) by keeper of 42isms, the following solution;

((1+7)/4)+(4*10)=42

thanks, jimbobthefinder.

ps is there a vacancy for "muse of the mathematically inept"? smiley - sillysmiley - burger




Another 42-ism

Post 10

Potholer

Merkin, to follow the rules and keep the digits *in order*, you could use :

(4+9+1)*(8-5)


Another 42-ism

Post 11

Merkin

Ooops, hadn't seen that rule, smiley - erm, back to the drawing board on the variations then...


Another 42-ism

Post 12

Potholer

Don't worry - I was just about to post (8*5)+2+(9*0) for myself last night, when I realised the original-order rule.


Another 42-ism

Post 13

Potholer

Merkin - you also have 49-1-(8^0)-5


Another 42-ism

Post 14

Potholer

Whoops - scratch that one - extra zero. I shouldn't have stayed up so late last night.


Another 42-ism

Post 15

Potholer

Merkin, in consolation, if you don't mind a sqrt :

sqrt(4)*(9-1+8+5)

If I could only find a second one for *my* number...


Another 42-ism

Post 16

Merkin

One good turn deserves another:

Try this one for size:

Potholer = ((9^2)-(5*8))+0! = 42 c'est vrai?


Another 42-ism

Post 17

Potholer

Even though it's legal, 0! does feel a bit of cheat. Still, I suppose cos(0) would suffice.

Cheers


Another 42-ism

Post 18

Argon0 (50 and feeling it - back for a bit)

Welcome Merkin & Potholer
Are you complaining about the use of Shrieks per se? Or just 0!

There is an alternative for Merkins: 4! + 9 *(-1+8-5) = 42


Another 42-ism

Post 19

Potholer

Just the 0!. It seems a little like 0/0, though since cos(0) gives the same result, I guess 0! is a more elegant way of writing the 0->1 conversion.


Another 42-ism

Post 20

Argon0 (50 and feeling it - back for a bit)

Yeah, well 0^0 = 1 seemed a bit contentious so, after checking, decided to allow 0!=1 - as this is to do with the ways of choosing things from other things - there is only 1 way to choose nothing from nothing (mathematically) so 0!=1 (this gets complex - there is a thread around here which explains it better!).

Some people have complained about use of Cos, Tan, Sin, etc... as being shorthand for other stuff... Also that it should quote the results in Radians not Degrees.

I have added all of you to the Myth now, and everybody else I've collected in the last 2 days...



Key: Complain about this post