已知等差数列{an}与等比数列{bn},满足a3=b3,2b3-b2b4=0,则{an}前5项的和S5为( )
A.5
B.20
C.10
D.40
2b3-b2b4=2b3-b32=0,求得b3=2
∴a3=b3=2
∴S5=
=a3•5=10(a1+a5)•5 2
故选C
已知等差数列{an}与等比数列{bn},满足a3=b3,2b3-b2b4=0,则{an}前5项的和S5为( )
A.5
B.20
C.10
D.40
2b3-b2b4=2b3-b32=0,求得b3=2
∴a3=b3=2
∴S5=
=a3•5=10(a1+a5)•5 2
故选C