- #1
furth721
- 6
- 0
I need help proving the general soultion to this equation, dy/dx=(y-(y^2))/x, is x/(x+C)
where C cannot equal -x. When I separate the variables and integrate I get
ln|y|-ln|1-y|=ln|x|+C, and I cannot make this look like the general solution. I'm not sure if
I did the integration wrong but I think it is right. I am not too sure what to do after I
integrate. Any help would be greatly appreciated. Thanks
where C cannot equal -x. When I separate the variables and integrate I get
ln|y|-ln|1-y|=ln|x|+C, and I cannot make this look like the general solution. I'm not sure if
I did the integration wrong but I think it is right. I am not too sure what to do after I
integrate. Any help would be greatly appreciated. Thanks