- 首页
- 银行从业资格
-
1.设f(x)在x=0处可导且f(0)=0,求
-
2.若函数f(x)在[0, +∞]内可导,且f`(x) >0,xf(0) <0则f(x)在[0,+ ∞]内有( )
-
3.设函数f(x)在(0,+∞)内可导,且f(ex)=x+ex,则f′(1)=.
-
4.设
5.设f(x)满足f"(x)+f"2(z)=2x,且f"(0)=0,则______.
-
6.f(x)在0处可导,则 |f(x)|在x0处( ).
-
7.x,x>0已知f(x)=求f(x),并求f(x)的极值e 1,x≤0,
-
8.f(x)=1/xln(1-x),若f(x)在x=0处连续,则定义f(0)=?
-
9.设f(x)连续且f(x)≠0,并满足f(x)=∫0xf(t)dt 2∫01tf2(t)dt,求f( )
-
10.设f(x) g(x)是恒大于零的可导函数,且f’(x)g(x) - f(x) g’(x) <0,则当a