Here's the question you clicked on:
zerosniper123
A function y(t) satisfies the differential equation dy/dx=y^4-6y^3+5y^2
Are you solving for the differential equation?
You can use separation of variables, factor out a y^2 and integrate dy using partial fraction decomposition
Okay after I integrate what do I do? Or is that integration just the answer?...
Integrate and solve for y(x).
If you're not given any initial conditions, then just find the implicit solution.
Okay yeah it doesn't give me any initial conditions...Can you give me a example what a implicit solution might look like? It also asks me what are the constant solutions of this equation...How do I find those?