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数学
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1,(1+1/x)(2-1/x^2)在x趋近于3的极限;2,(√(5x-4)-√x)/(x-1)在x趋近于1的极限
人气:193 ℃ 时间:2020-04-01 08:43:55
解答
1、lim【x→3】(1+1/x)(2-1/x²)
=(1+1/3)×(2-1/3²)
=4/3×17/9
=68/27
2、lim【x→1】[√(5x-4)-√x]/(x-1) 【分子有理化】
=lim【x→1】4(x-1)/{(x-1)[√(5x-4)+√x]}
=lim【x→1】4/[√(5x-4)+√x]
=4/(1+1)
=2
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