2.a6-a2=4d=-8
=>d=-2,a1=30
=>Sn=-n^2+31n
=>n=15或n=16有最大值,S15=s16=240
3.S20/S10=(q^20-1)/(q^10-1)=3
=>q^10=2=p
S30/S20=(q^30-1)/(q^20-1) =(p^3-1)/(p^2-1)=(p^2+p+1)/(1+p)=7/3
S30=7S20/3=56
2.a6-a2=4d=-8
=>d=-2,a1=30
=>Sn=-n^2+31n
=>n=15或n=16有最大值,S15=s16=240
3.S20/S10=(q^20-1)/(q^10-1)=3
=>q^10=2=p
S30/S20=(q^30-1)/(q^20-1) =(p^3-1)/(p^2-1)=(p^2+p+1)/(1+p)=7/3
S30=7S20/3=56