{[a^(2n+1)-6a^(2n)+9a^(2n-1)]/(a^2-9)}/[a^(n+1)+4a^(n)+4a^(n-1)]/(a^2-4).
来源:学生作业帮助网 编辑:六六作业网 时间:2025/01/03 15:15:55
{[a^(2n+1)-6a^(2n)+9a^(2n-1)]/(a^2-9)}/[a^(n+1)+4a^(n)+4a^(n-1)]/(a^2-4).{[a^(2n+1)-6a^(2n)+9a^(2n-1
{[a^(2n+1)-6a^(2n)+9a^(2n-1)]/(a^2-9)}/[a^(n+1)+4a^(n)+4a^(n-1)]/(a^2-4).
{[a^(2n+1)-6a^(2n)+9a^(2n-1)]/(a^2-9)}/[a^(n+1)+4a^(n)+4a^(n-1)]/(a^2-4).
{[a^(2n+1)-6a^(2n)+9a^(2n-1)]/(a^2-9)}/[a^(n+1)+4a^(n)+4a^(n-1)]/(a^2-4).
是不是漏了一对大括弧
{[a^(2n+1)-6a^(2n)+9a^(2n-1)]/(a^2-9)}/[a^(n+1)+4a^(n)+4a^(n-1)]/(a^2-4)
={a^(2n-1)*(a-3)^2/[(a+3)(a-3)]}/{a^(n-1)*(a+2)^2/[(a+2)(a-2)]}
=a^n*(a-3)(a-2)/[(a+3)(a+2)]
(3a^n+1+6a^n+2-9a^n)/3a^n-1
(6a^n+2 +3a^n+1 -9a^n)/3a^n-1
计算:(3a^n+2+6a^n+1-9^n)÷3a^n-1
分式 计算:a^(2n+1)-6a^(2n)+9a^(2n-1) / a^(n+1)-4a^n+3a^(n-1)
(4a^2n-6a^n+1+2a^n)/2a^n 因式分解
(6a^n+2+3a^n+1-9a^n)÷1/2a^n-1
计算(3a^n+1-6a^n+9a^n-1)/(1/3a^n-2)
计算:(6a^n+2-9a^n+1+3a^n-1)÷3a^n-1
(3a^(n+1)+6a^(n+2)-9a^n)/3a^(n-1)是计算
(3a^n+1+6a^n+2-9a^n)/3a^n-1是计算题
设a,n∈N*证明a^2n-(-a)^n≥(a+1)×a^n
如果n是正整数,[(8a^n+3)-(6a^n+2)-(5a^n+1)]/(-a)^n
a^n+1+a^n-1-2a^n因式分解
a^n+2+a^n+1-a^n因式分解
a^n+2+a^n+1-3a^n因式分解
因式分解:a^n+2-6a^n
(a^n+1)-(a^n-2)等于
因式分解:9a^2+x^2n+6a+2x^n+6ax^n+1