dy x 1. Consider the differential equation = . dx IV Part A: Sketch a slope eld for the given differential equation for the domain [2, 2] and range [2, 2]. Part B: While the slope eld in part A is drawn at only 25 points. it is dened at everj-lr point in the Jury-plane. Describe all points in the xy-plane for 1lIvhich the slopes are negative. Part G: Let y = x} be the particular solution to the differential equation with the initial condition 1j= 1. Write an equation for the line tangent to the graph of fat [1, 1 ) and use it to approximate .112). Part D: Find the particular solution y = x} to the given differential equation with the initial condition 'l } = 1