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已知数列{an}满足a(n+1)-an=2n,a1=3,则an/n=?(n+1)是在a的右下角
人气:304 ℃ 时间:2020-03-23 22:52:09
解答
a(n+1) -an =2n
an -a(n-1) = 2(n-1)
an - a1 = 2( 1+2+...+(n-1))
= (n-1)n
an = n^2-n +3
an/n = (n^2-n +3)/n你好,第三步an-a(n-1)是怎么来的哦,错了,是an-a1是怎么来的,不好意思m+1=n


a(n+1) -an =2n
a(m+1) -am = 2m
a(n+1) -an =2n
an -a(n-1) = 2(n-1)
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