Post by Anonymousperson5 on Sept 2, 2011 23:17:05 GMT
11111111111=[(11-1)11-1*1]/(11-1-1)
22222222222222={2[(22-2)/2][2^(2+2)]-2-2}/(2+2/2)2
333333333=[(3*3+3/3)3*3-3/3]/3
444444444444444=[4(44/4-4/4)4*4-4/4-4]/(4+4+4/4)
5555555555=[5(5+5)5+5-5]/(5+5-5/5)
6666666666666666={6[(66-6)/6]6+[66-6]/6-6}/[6+(6+6+6)/6]
77777777777777={7[(77-7)/7]7+7-7+7-7}/[7+(7+7)/7]
88888888888888={8[(88-8)/8]8+8-[8+8]/8-8}/(8+8/8)
99999999=(9+9/9)9-9/9-9/9
Yay for Friedman numbers!
22222222222222={2[(22-2)/2][2^(2+2)]-2-2}/(2+2/2)2
333333333=[(3*3+3/3)3*3-3/3]/3
444444444444444=[4(44/4-4/4)4*4-4/4-4]/(4+4+4/4)
5555555555=[5(5+5)5+5-5]/(5+5-5/5)
6666666666666666={6[(66-6)/6]6+[66-6]/6-6}/[6+(6+6+6)/6]
77777777777777={7[(77-7)/7]7+7-7+7-7}/[7+(7+7)/7]
88888888888888={8[(88-8)/8]8+8-[8+8]/8-8}/(8+8/8)
99999999=(9+9/9)9-9/9-9/9
Yay for Friedman numbers!
[img src="http://i.imgur.com/BKhxo.png[/img
