1. The problem statement, all variables and given/known data dx/dt = 2000-500x/100 Solve this linear ODE using integration. You should get a function of t, x(t). This is the "analytical solution". Use the differential equation above, separate the variables, and then integrate to find x(t). Find the integration constant and simplify your final result. 2. Relevant equations dx/dt = 2000-500x/100 3. The attempt at a solution I tried doing this but do no think its correct dx-5x = 20dt then I would integrate that.