For the differential equation g:e X _gy2: Part A: Find a general solution. Show all your work. (5 points) Part B: Verify the solution. Show all your work. (5 points) Consider the differential equation = xz[y__ ey Sketch a slope field for the given differential equation on your paper for the domain [-3, 3] and the range [-3, 3] Part A: List five coordinates and the corresponding slope of their segments. (5 points) Part B: Using the slope field that you drew, describe all points in the xy-plane for which the slopes are negative. (5 points)