Find the equilibria of the differential equation, and construct the phase plot: y' (y − 3)(y – 5). Identify whether each equilibrum is locally stable or unstable. ||

Calculate the first, second, and third derivatives of y(x) = Vx. (Use symbolic notation and fractions where needed.)

Identify equilibrium values and determine which are stable and which are unstable.dy/dx = (y+4)(y+3)A. y=4 is stable, y=3 unstableB. y=-3 is stable, y=4 unstableC. y=-4 is stable, y=3 is unstableD. y=3 is stable, y=-4 is unstable