Find a function y(x) such that буу' = x and y(6) = 2. -√√²-24 y = Solve the differential equation y(x) = dy dx G 2y² √x y(4) 1 55 Find the function y = y(x) (for x > 0) which satisfies the separable differential equation dy da 4 + 19a xy² T> 0 with the initial condition y(1) = 5. y = Suppose that a population grows according to the unlimited growth model described by the differential equation 0.15y and we are given the initial condition y(0) = 600. dy dt Find the size of the population at time t = 5. (Okay to round your answer to closest whole number.)