1) Given the differential equation dy = y² - 2y-8 dt a) Find the equilibrium solutions for the equation. E b) Draw a phase line for the equation illustrating where the function y is increasing, decreasing, and label the equilibrium points as a sink, source, or node. c) Draw the slope field using the software I used in the video or similar graphing software then paste it in this document. Where -1 ≤t≤ 1 and -6 ≤ y ≤ 6 d) Graph the equilibrium solutions on the slope field. c) Draw the solutions that passes through the point (0,1), (0,-3), and (0,6)