Consider the differential equation. A detailed direction field is not needed. Find the solutions that are constant, for all (the equilibrium solutions). In what regions are solutions increasing? Decreasing?
-y'(t) = (y - 4)( 4 + y)

Question

Consider the differential equation. A detailed direction field is not needed. Find the solutions that are constant, for all  (the equilibrium solutions). In what regions are solutions increasing? Decreasing?
-y'(t) = (y - 4)( 4 + y)

Quizplus · Accepted Answer

The Answer of Consider the differential equation. A detailed direction field is not needed. Find the solutions that are constant, for all  (the equilibrium solutions). In what regions are solutions increasing? Decreasing?
-y'(t) = (y - 4)( 4 + y)

Consider the Differential Equation