1.设函数f(x)在 =(x)_(0) 处连续,若x0为f(x)的极值点,则必有 __-|||-(A) ((x)_(0))=0 (B) ((x)_(0))neq
(B)当 (x)lt 0 时, (dfrac (1)(2))lt 0.-|||-(C)当 (x)gt 0 时, (dfrac (1)(2))lt 0. (D)当
(2) (x)^n-((x))^2+((x))^3=0-|||-(3) ^n+dfrac (2)(1-x)((x))^2=0 ;-|||-(4) +sqrt (
设函数y=f(x)在点取得极小值,则不正确的是A.((x)_(0))=0A.((x)_(0))=0A.((x)_(0))=0A.((x)_(0))=0设函数y=
(B)对任意x,f(-x)<0.(C)对任意x,f(-x)>0. (D)对任意x,f(-x)≥0.1.设f(x)在(-∞,+∞)内可导,且对任意$x_{1},x
微分方程((y))^3-2y+sin x=0-|||-__的阶数为((y))^3-2y+sin x=0-|||-__微分方程的阶数为
设f(x)=e^2x,则f(0)=()A. 1B. 0C. 8D. 2
18.-|||-设 =f(ln x), 且 (0)=f(0)=1, 则 ^n(1)=()-|||-A 0-|||-B 1-|||-C -1-|||-D 2
3、若f(x)=f(-x),且在[0,+∞)内f(x)>0,f(x)>0,则在(-∞,0)内必有( )A. f'(x)0,f''(x)0,f''(x)>0
设函数f(x)在x=x_0的某领域内连续,则x=x_0f(x_0)=0,f(x_0) >0是函数f(x)在x=x_0取得极值的一个()A. 必要条件B. 充要条