Reduce the equation dy/dx+y/x=y^2 in linear form and solve it .
Answers
Answered by
1
dy/dx +y/x =y²
xdy/dx + y = y²
or, d(xy) = y² dx.
Integrating we get.
xy = xy²+c
or, xy(y-1) +c =0
If taking c=0
Then we get x =0 and y =0 or 1.
Hope this is ur required answer.
xdy/dx + y = y²
or, d(xy) = y² dx.
Integrating we get.
xy = xy²+c
or, xy(y-1) +c =0
If taking c=0
Then we get x =0 and y =0 or 1.
Hope this is ur required answer.
Similar questions