The particular solution of \(\frac{d y}{d x}=x e^{y-x}\), when x = y = 0 is……
A. ex-y = x + 1
B. ex+y = x + 1
C. ex + ey = x + 1
D. ey-x = x – 1
Answer:A
The particular solution of \(\frac{d y}{d x}=x e^{y-x}\), when x = y = 0 is……
A. ex-y = x + 1 B. ex+y = x + 1 C. ex + ey = x + 1 D. ey-x = x – 1