lim(x→∞)[(X^2+2x+5)/(4x^2-x+1) =(1+2/x+5/x^2)/(4-1/x+1/x^2)=(1+0+0)/(4+0+0)=1/4
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lim(x→∞)[(X^2+2x+5)/(4x^2-x+1)=(1+2/x+5/x^2)/(4-1/x+1/x^2)=(1+0+0)/(4+0+0)=1/4lim(x→∞)[(X^2+2x+5)/(4
lim(x→∞)[(X^2+2x+5)/(4x^2-x+1) =(1+2/x+5/x^2)/(4-1/x+1/x^2)=(1+0+0)/(4+0+0)=1/4
lim(x→∞)[(X^2+2x+5)/(4x^2-x+1) =(1+2/x+5/x^2)/(4-1/x+1/x^2)=(1+0+0)/(4+0+0)=1/4
lim(x→∞)[(X^2+2x+5)/(4x^2-x+1) =(1+2/x+5/x^2)/(4-1/x+1/x^2)=(1+0+0)/(4+0+0)=1/4
对了!
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