L+2/L=
507742
2379313
1629937
767603
4758626
3259874
L+L/2=
-1/3+4/9
Prove that the set Z11 = {1, 2,3, ⋯ ⋯ ⋯ ,10} is a finite abelian group under ×11.
0 = -7300+3000/(1+x)^1+2500/(1+x)^2+5000/(1+x)^3
97 dividiby 8827
h
graph out y = -3x + 4
