AceArtemis wrote:Basically, you have to form a number using 4 4's and any operations necessary. The first poster does the number 1, then the second poster has to do the number 2, and the next poster does the number 3, and so on.
SInce going much higher with 4s is limited i though, lets start a new one with 5's
So here i go and please show your work for easy checking
1=((5!+5)/(5*5))/5
1=((5*4*3*2*1+5)/(25))/5
1=((20*6+5)/(25))/5
1=((120+5)/(25))/5
1=(125/25)/5
1=5/5
1=1
Now your turn
gl