The slope field for $y' = 0.2\!\left(1+y\right)\!\left(2-y\right)$ is shown below

On a print out of the slope field, draw solution curves through each of the three marked points.

(a) As $x\to\infty$ (As needed, enter $\infty$ in your answers as Inf):
For the solution through the top-left point: $y\to$
For the solution through the origin: $y\to$
For the solution through the bottom-right point: $y\to$

(b) What are the equilibrium solutions of this differential equation?
(Enter your answers as a list, e.g., 3,5, ordered smallest to largest.)

(c) Are these stable or unstable (enter S or U for each, as a list in the same order as your answers for the equilibrium points)?