求lim x→无穷大 (1-3/x)^x
来源:学生作业帮 编辑:搜搜考试网作业帮 分类:数学作业 时间:2024/07/04 08:43:31
求lim x→无穷大 (1-3/x)^x
/>=lim (1-3/x)^x
=lim e^[xln(1-3/x)]
=lime^[x*(-3/x)]
= e^-3
=lim e^[xln(1-3/x)]
=lime^[x*(-3/x)]
= e^-3
lim(x-3/x+1)^x lim趋向无穷大
求极限x→无穷大lim(1-2/3x)^(x+1)麻烦具体
lim(1+2/x)^x+3 x→无穷大 求极限
求 lim(x->无穷大)
求极限lim(x->负无穷大) (1/x+e^x)
求极限lim(x趋向无穷大)ln(1+x)/x
x→无穷大lim((x-4)/(x+2))^x+1 求极限
lim(2x^2+1/3x-1)•sin1/x. X趋于无穷大,求极限
x趋向无穷大时求lim√(x^2-3x+1)/x极限
lim(3^x+9^2x)^1/x,x趋于无穷大,求极限!
求极限lim x趋向于无穷大 (1-1/x)^x/3
速求高数解答,lim(1-x分之3)x+2次方,x趋向无穷大,求极限.