设F(x)=∫tf(t)dt/x^2,(x不等于0),a,(x=0)其中f(x)有连续导数,且f(0)=3,f'(0)=
设F(x)=∫tf(t)dt/x^2,(x不等于0),a,(x=0)其中f(x)有连续导数,且f(0)=3,f'(0)=
设F(x)=∫(0到x)tf(t)dt(x不等于0),A(x=0),其中f(x)连续,且f(0)=0,f'(0)=3
设f(x)具有连续导数,且满足f(x)=x+∫(上x下0)tf'(x-t)dt求lim(x->-∞)f(x)
高数积分题一道,设f(x)有连续导数且F(x)=∫(0→x)f(t)f'(2a-t)dt
设f(x)有连续导数,且f(o)=0 f`(o)不等于0,F(X)=S[O,X](x^2-t^2)f(t)dt.
设f(x)连续,且满足f(x)=e^x+∫(0,x)tf(x-t)dt,求f(x)
设f(x)连续,Y=∫0~X tf(x^2-t^2)dt 则dy/dx=?
设f(x)有连续导数,且f(0)=0,f'(0)≠0,F(x)=∫[0,x](x^2-t^2)f(t)dt,当x→0时,
设f(x)有连续导数,且f(x)=0,f'(x)≠0,F(x)=∫x(x²-t²)f(t)dt 0(
设函数F(X)具有二阶连续导数,且满足F(X)=[微分(上限X下限0)F(1-t)dt]+1,求F(X)
设f(x)连续,且满足f(x)=e^x+∫x上0下(t-x)f(t)dt 求f(x)
17,设f(x)为可导函数,且满足∫0到x tf(t)dt=f(x)+x^2 求f(x)