(a) find the equilibrium value(s) of the differential equation;
(b) access the stability of each equilibrium value;
(c) determine the point(s) of inflection;
(d) sketch sample solutions of the differential equation.
(a) y = 0, 4
(b) Unstable, asymptotically stable
(c) y = 2
(d) 
You might also like to view...
Solve the problem.Christina made a chart summarizing her shop's financial performance over the past three years. 
How much money was lost in the months described as "Poor"?
A. $400 B. $1200 C. $10,800 D. $3600
Provide an appropriate response.The payoff table for three possible courses of action A1, A2, and A3 is given below.pi?A1xi?A2xi?A3xi?.3$70$40$50.2$100$120$110.1$160$140$90.4$80$140$160Which course of action will produce the largest expected value? What is it?
What will be an ideal response?
Provide an appropriate response.Write 2.34 × 10-4 in decimal notation.
A. 0.00234 B. 0.000234 C. -234,000 D. 0.0000234
Solve the inequality, then graph the solution.-0.6z > - 4.8
A. x > 8
B. x > -8
C. x < 8
D. x < -8