1. A'/A=l'^2/l^2=(l'/l)^2=3^2=9
2. N (nr. de numere din suma)= (nfinal-ninitial)/ratie+1
In suma lui X avem N=(2011-1)/2+1 Deci N=1006
Suma unei progresii aritmetice cu N termeni este: S=1/2x(ninitial+nfinal)xN
X=1/2x(1+2011)x1006 Deci X=1006^2
In suma lui Y N=(2010-2)/2+1 Deci N=1005
Y=1/2x(2+2010)xN deci Y=1005x1006
X/Y=1006/1005