Sorry Greg, there were too many (((((( and I read it wrong. 20 works now. :2tsup: My bad.:D
Well done
:fireworks:
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Sorry Greg, there were too many (((((( and I read it wrong. 20 works now. :2tsup: My bad.:D
Well done
:fireworks:
Still want to see your method Wongo, to see what you do here.
Thanks
Greg
good work wongy, greg and russel:2tsup:
n! = n * n-1 * n-2 * n-3 * ....* 1
for example
4! = 4 * 3 * 2 * 1
1! = 1
By definition 0! = 1
9 + (square root 9)! + 9/9
= 9 + 3! + 9/9
= 9 + 6 + 1
=16
Interesting. I can do 21 and 22, can you?:D
No takers? Actually, once you have got the idea it becomes almost mundane up to 64. 65 is a bit challenging and now I am stuck at 67. Think I will go back to woodworking. Anybody out there more determined than I am? :oo:
I can do 6561 can you?:rolleyes:
:D
Thanks Wongo, once worked out that each 9 can be modified by symbols to make 1, 3, 6 and 9 I thought that maybe all integers could be made up with these four numbers, or something silly like that, but it appears that this hypothesis was too far fetched.:- So, again, back to woodworking!:U