若公比q=1,则S4/S2=2≠3,因此q≠1
S4/S2=[a1(q^4 -1)/(q-1)]/[a1(q^2 -1)/(q-1)]
=(q^2+1)(q^2-1)/(q^2-1)
=q^2+1=3
q^2=2
2a2-a4
=2a2-a2q^2
=2a2-2a2
=0
选A
若公比q=1,则S4/S2=2≠3,因此q≠1
S4/S2=[a1(q^4 -1)/(q-1)]/[a1(q^2 -1)/(q-1)]
=(q^2+1)(q^2-1)/(q^2-1)
=q^2+1=3
q^2=2
2a2-a4
=2a2-a2q^2
=2a2-2a2
=0
选A