设等比数列an的公比q=1/2,前n项和为sn,则s4/a4=

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设等比数列an的公比q=1/2,前n项和为sn,则s4/a4=
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设等比数列an的公比q=1/2,前n项和为sn,则s4/a4=
设等比数列an的公比q=1/2,前n项和为sn,则s4/a4=

设等比数列an的公比q=1/2,前n项和为sn,则s4/a4=
s4=a1(1-q^4)/(1-q)
a4=a1q^3
s4/a4=(1-q^4)/q^3(1-q)
=(1-1/16)/(1/16)
=15