Expert Q&A y' = F(y) Using the method of direction fields, draw a graph of a function F(y) such that the following conditions are satisfied: - there are precisely 4 equilibrium solutions to y' = F(y), and If y(x) in the solution to the initial value problem y' = F(y), y(0) = y0 then Limx-> 0 y(x) exists if and only if 1 5 yo 5 4 Draw the direction field for y' = F(x) as well and sketch a variety of representative potential solutions Please show all your work Graph nl Fl iii __ 7? riffs