52000=57000*((1-(2/3)*(d/0.313))/(1-(2/3)*(d/0.313))/ $(1+0.8( $l^{2}$/(24*0.313)))^{0.5}$)
y/5=9
286/2.2
3*3-3/3+3
5x=15
52000=57000*((1-(2/3)*(d/0.313))/(1-(2/3)*(d/0.313)/ $(1+0.8( $l^{2}$/(24*0.313)))^{0.5}$ ))
What is the order of the element 14+<8> in the factor group $Z_{24}$ /<8>
750/18
5/6 1/5 what is left over
52000=57000*((1-(2/3)*(d/0.313))/(1-(2/3)*(d/0.313)/ $(1+0.8(l $l^{2}$/(24*0.313)))^{0.5}$ ))
