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Posted: Fri Aug 26, 2005 6:07 pm
by golfinha
ok, sorry
Posted: Fri Aug 26, 2005 6:12 pm
by Craft
golfinha wrote:ok, sorry
Oh, don't worry, this is just a game
Your solution is right too (and simpler), there are many ways to form some of the numbers.
Now on to 25...
I found
25 = 4! + (sqrt4 + sqrt4)/4
but maybe there's a simpler way
Edit: Oh, lazza below found it first

Posted: Fri Aug 26, 2005 6:13 pm
by lazza
4! + (4 / (sqrt4 x sqrt4)) = 25
Posted: Fri Aug 26, 2005 6:31 pm
by vermeer
4! + ((4 + 4)/4)= 26
Posted: Fri Aug 26, 2005 6:38 pm
by lazza
4! + (4- (4/4)) = 27
Posted: Fri Aug 26, 2005 6:42 pm
by vermeer
44 - (4 x 4)= 28
Posted: Fri Aug 26, 2005 6:44 pm
by vermeer
4! + 4 + 4/4= 29
Posted: Fri Aug 26, 2005 6:56 pm
by lazza
4 x (4+4) - sqrt4 = 30
EDIT: 30 not 32!
Posted: Wed Aug 31, 2005 1:05 pm
by lazza
can't seem to do 31 properly...
(4 x (4+4)) - cos4 = 31.002435
Posted: Wed Aug 31, 2005 2:01 pm
by golfinha
32=4*4+4*4
Posted: Thu Sep 01, 2005 4:13 pm
by androl
4!+4*sqrt(4)+i^4 = 33
Posted: Thu Sep 01, 2005 4:22 pm
by golfinha
34 = 4!+4+4+SQRT(4)
Posted: Thu Sep 01, 2005 5:12 pm
by lazza
35 = (((4-i^4)!)^sqrt4) - i^4
I think 
Posted: Thu Sep 01, 2005 5:26 pm
by Craft
lazza wrote:35 = (((4-i^4)!)^sqrt4) - i^4
I think 
Your calculation is correct, BUT:
the complex unit i is a number, not a mathematical operator or function, and so it can't be used (using it is the same as using any other number than 4).
You
can of course use i if you write it with 4's, like sqrt(-4/4), but it takes two of the four available 4's.
Another thing:
lazza wrote:can't seem to do 31 properly...
(4 x (4+4)) - cos4 = 31.002435
There is a possibility: you could use function Int or Fix, which truncate positive real numbers to the nearest smaller integer:
Int((4 x (4+4)) - cos4) = 31
But I'd consider using Int or Fix sort of cheating, so it's better not to use them here
I haven't found a way to calculate 31, either...

Posted: Thu Sep 01, 2005 5:36 pm
by golfinha
36 = 4! + 4 x 4 - 4