The general solution of the differential equation \(\ln \rm \left(\dfrac{dy}{dx}\right)+x=0\) is
where c is an arbitrary constant.
1
y = e-x + c
2
y = -e-x + c
3
y = ex + c
4
y = -ex + c
The general solution of the differential equation \(\ln \rm \left(\dfrac{dy}{dx}\right)+x=0\) is
where c is an arbitrary constant.