an=a1+(n-1)*d bn=b1+(n-1)*DAn=n(a1+an)/2 Bn=n(b1+bn)/2An/Bn =(a1+an)/(b1+bn) (7n+45)/(n+3),a5/b6 =(a1+4d)/(b1+5D)=2(a1+4d)/2(b1+5D)=(2a1+8d)/(2b1+10D)=(a1+a1+8d)/(b1+b1+10D)=(a1+a9)/(b1+b11)=A9/B11=(7*9+45)/(11+3)=108/14=54/7