在正项等比数列{an}中,已知a1a2a3=4,a4a5a6=12,an-1anan+1=324,则n=( )
A.11
B.12
C.14
D.16
正项等比数列{an}中,
∵a1a2a3=4,a4a5a6=12,
∴a23=4,a53=12,a83=36,a113=108,a143=324,
∵an-1anan+1=an3=324,
∴n=14.
故选C.
在正项等比数列{an}中,已知a1a2a3=4,a4a5a6=12,an-1anan+1=324,则n=( )
A.11
B.12
C.14
D.16
正项等比数列{an}中,
∵a1a2a3=4,a4a5a6=12,
∴a23=4,a53=12,a83=36,a113=108,a143=324,
∵an-1anan+1=an3=324,
∴n=14.
故选C.