已知等比数列﹛an﹜递增数列,a2a5=32,a3+a4=12,数列﹛bn﹜满足bn=㏒₂an
已知等比数列﹛an﹜递增数列,a2a5=32,a3+a4=12,数列﹛bn﹜满足bn=㏒₂an
已知等比数列an为递增数列a2xa5=32,a3+a4=12 数列bn满足bn=log以2为底a
已知等比数列{an},首项为81,数列{bn}满足bn=㏒3an,其前n项和为Sn,求证﹛bn﹜为等差数列.
已知{an}是等差数列 满足a1=3 a4=12 数列{bn}满足b1=4 b4=20 且{bn-an}为等比数列.
已知等差数列{an}为递增数列,满足a3²=5a1+5a5,在等比数列{bn}中,b3=a2+2,b4=a3+
已知等比数列满足a1=2,a2+a3=12且a4>0 1.求数列An的通项公式.2.若bn=anlog2an,数列bn的
已知等比数列﹛an﹜中,a5*a3=64,a1=1,且﹛an﹜是递增数列,求a4及通项an
已知数列{AN]是递增等差数列,A3+A4=24,A2*A5=108;数列{BN}的前N项呵是TN,且TN+1/2BN=
已知单调递增的等比数列{an}满足a2+a3+a4=28,且a3+2是a2,a4的等差数列,求bn=9+log1/2an
等比数列{an}为递增数列,且a4=2/3,a3+a5=20/9,数列bn=log3an/2(n∈N*),
已知数列{an}和{bn}满足a1=1,a2=2,a4>0,bn=√anan+1,且{bn}是以q为公比的等比数列
已知等比数列{an}中,a1=1,a4=81,若数列{bn}满足bn=lgan/lg3,则数列{1/bnbn+1}的前n