(4x^n-2x^n-1-3x^n+2)÷(-5x^n-1)

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(4x^n-2x^n-1-3x^n+2)÷(-5x^n-1)(4x^n-2x^n-1-3x^n+2)÷(-5x^n-1)(4x^n-2x^n-1-3x^n+2)÷(-5x^n-1)4x^n-2x^n-

(4x^n-2x^n-1-3x^n+2)÷(-5x^n-1)
(4x^n-2x^n-1-3x^n+2)÷(-5x^n-1)

(4x^n-2x^n-1-3x^n+2)÷(-5x^n-1)
4x^n-2x^n-1-3x^n+2=x^(n-1)[4x-2-3x^2] 同时提取x^(n-1)
(4x^n-2x^n-1-3x^n+2)÷(-5x^n-1)=x^(n-1)[3x^2-4x+2]/x^(n-1)[5x]=
=(3x^2-4x+2)/(5x)