I was given an equation shown below:
dx/dt = x^4 + 4*x^3 - 60*x^2
I've been told to sketch a phase potrait for this, which I have done. I integrated it first to get:
(1/5)*x^5 +x^4 - 20(x^3) + c
But I got stuck on there part asking me to state which equilibria are attractors, repellors, or neither.
Many thanks for help and advice!
dx/dt = x^4 + 4*x^3 - 60*x^2
I've been told to sketch a phase potrait for this, which I have done. I integrated it first to get:
(1/5)*x^5 +x^4 - 20(x^3) + c
But I got stuck on there part asking me to state which equilibria are attractors, repellors, or neither.
Many thanks for help and advice!