x+y-e^(xy)=0
1+y'+(xy)'e^(xy)=0
1+y'+(1+xy')e^xy=0
y'(1+xe^(xy))=-e^xy-1
dy/dx=y'=(-e^xy-1)/(1+xe^xy)
x+y+a=0
1+y'=0
dy/dx=y'=-1
x+y-e^(xy)=0
1+y'+(xy)'e^(xy)=0
1+y'+(1+xy')e^xy=0
y'(1+xe^(xy))=-e^xy-1
dy/dx=y'=(-e^xy-1)/(1+xe^xy)
x+y+a=0
1+y'=0
dy/dx=y'=-1