问题
选择题
设等比数列{an}各项均为正数,且a5•a6=9,则log3a1+log3a10=( )
A.1
B.2
C.4
D.0
答案
∵a5•a6=9,
由等比数列的性质可得,a1•a10=a5•a6=9,
则log3a1+log3a10=log3a1a10=log39=2
故选B
设等比数列{an}各项均为正数,且a5•a6=9,则log3a1+log3a10=( )
A.1
B.2
C.4
D.0
∵a5•a6=9,
由等比数列的性质可得,a1•a10=a5•a6=9,
则log3a1+log3a10=log3a1a10=log39=2
故选B