问题
填空题
等比数列{an}的公比为q=─1/3,则
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答案
lim n→∞
=a1+a2+…+an a2+a4+…+a2n lim n→∞
=a1(1+q+q2+…+qn) a1(q+q2+q4+…q2n-2
=-21 1+ 1 3 - 1 3 1- 1 9
故答案为-2
等比数列{an}的公比为q=─1/3,则
|
lim n→∞
=a1+a2+…+an a2+a4+…+a2n lim n→∞
=a1(1+q+q2+…+qn) a1(q+q2+q4+…q2n-2
=-21 1+ 1 3 - 1 3 1- 1 9
故答案为-2