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{an}为等差数列,证明{2^an}是等比数列
人气:141 ℃ 时间:2020-05-01 20:44:19
解答
{an}为等差数列
所以an-a(n-1)=d,d是定值
2^an÷2^[a(n-1)]=2^[an-a(n-1)]=2^d
d是定值则2^d是定值
即后一项除以前一项是一个定值
所以{2^an}是等比数列
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