Mathematica解微分方程DSolve[y'[x] + (x + 1)/x y[x] = e^x/x,y[x],x] 为什么解不出来啊

来源:学生作业帮助网 编辑:作业帮 时间:2024/05/04 08:36:50
Mathematica解微分方程DSolve[y'[x] + (x + 1)/x y[x] = e^x/x,y[x],x] 为什么解不出来啊

Mathematica解微分方程DSolve[y'[x] + (x + 1)/x y[x] = e^x/x,y[x],x] 为什么解不出来啊
Mathematica解微分方程
DSolve[y'[x] + (x + 1)/x y[x] = e^x/x,y[x],x] 为什么解不出来啊

Mathematica解微分方程DSolve[y'[x] + (x + 1)/x y[x] = e^x/x,y[x],x] 为什么解不出来啊
DSolve[y'[x] + (x + 1)/x y[x] = e^x/x,y[x],x]
DSolve[{y'[x] + (x + 1)/x y[x] == e^x/x},y[x],x]
y[x] -> (E^-x C[1])/x + e^x/(x (1 + Log[e]))