A. $\frac{x}{2} (\cos x + \sin x + e^x)$
B. $\frac{x}{2} (\cos x + \sin x)+ \frac{1}{2} e^x$
C. $\frac{1}{2} (\cos x + \sin x)+ e^x$
D. $\frac{1}{2} (\cos x + \sin x + e^x)$
6.设函数φ(x)连续,且满足varphi(x)=e^x+int_(0)^xtvarphi(t)dt-xint_(0)^xvarphi(t)dt,求φ(x).6
设f(x)连续, varphi (x)=(int )_(0)^1f(xt)dt, 且 lim _(xarrow 0)dfrac (f(x))(x)=A设f(x)
设varphi (x)为标准正态分布函数,varphi (x)且varphi (x),varphi (x)相互独立。令varphi (x),则由中心极限定理知v
设 l: {x=varphi(t) y=psi(t) [P(varphi(t), psi(t))+ Q(varphi(t), psi(t))] psi(t),
设 f(x, y) 在曲线弧 L 上有定义且连续,L 的参数方程为 {x=varphi(t) y=psi(t) f(varphi(t), psi(t)), dt
给定以下4个命题① 若lim f(x) = a,且lim varphi(x) = 0,则lim [f cdot varphi](x) = a。② 若f(x)在x
[题目]设 (x)=(e)^(x^2), [ varphi (x)] =1-x, 且 varphi (x)geqslant 0, 求-|||-φ(x)及其定义域
设函数f(x)=sin x,f[varphi(x)]=1-x^2,求varphi(x).设函数$f(x)=\sin x,f[\varphi(x)]=1-x^{2
5.已知f(x)二阶可导,且f(x)≠0,varphi(x)=lim_(tto0)((f(x+t))/(f(x)))^(1)/(sin t),则varphi^p
5.已知f(x)二阶可导,且f(x)≠0,varphi(x)=lim_(tto0)((f(x+t))/(f(x)))^(1)/(sin t),则varphi^p