lim((2n+1)^5(n+10)^3)/((n^2-2n-3)^4)=32
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lim((2n+1)^5(n+10)^3)/((n^2-2n-3)^4)=32lim((2n+1)^5(n+10)^3)/((n^2-2n-3)^4)=32lim((2n+1)^5(n+10)^3)/
lim((2n+1)^5(n+10)^3)/((n^2-2n-3)^4)=32
lim((2n+1)^5(n+10)^3)/((n^2-2n-3)^4)=32
lim((2n+1)^5(n+10)^3)/((n^2-2n-3)^4)=32
上下除以x^8
=(2+1/n^5)^5(1+10/n^3)^3/(1-2/n-3/n^2)^4
则所有的分数趋于0
极限=2^5*1^3/1^4=32
lim(3^2n+5^n)/(1+9^n)=?
lim((2n+1)^5(n+10)^3)/((n^2-2n-3)^4)=32
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