求极限x趋向于无穷 (1-1/(x+1))^x
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求极限x趋向于无穷 (1-1/(x+1))^x
求极限x趋向于无穷 (1-1/(x+1))^x
求极限x趋向于无穷 (1-1/(x+1))^x
lim[1-1/(x+1)]^x,x→∞
=lim{[1-1/(x+1)]^[-(x+1)]}^(-1) *[1-1/(x+1)]^(-1),x→∞
=e^(-1)*1
=1/e
你能明白,赞同
lim(x→∞)(1-1/(x+1))^x
=lim(x→∞) (1-1/(x+1))^[-(-x+1)+1]
=lim(x→∞) (1-1/(x+1))^[-(-x+1)]
=1/e
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