微分方程y✀✀=1⼀x*y✀+x*e^x的通解是

2026-05-19 23:45:47
推荐回答(2个)
回答1:

matlab

dsolve('D2y=(1/x)*Dy+x*e^x','x')

ans =

1/2*x^2*C1+(-1+x*log(e))/log(e)^3*e^x+C2

回答2:

y=(x-1)*exp(x)+A*x^2+B