(iv 16. Consider the differential equation E = l_4."' . Let y:f(x) be the particular solution to this differential equation with the initial condition f(2)=0. a) Use Euler's method. starting at x=2 with two steps of equal size to approximate f(1.6). Show all work that leads to your answer. You may use a table to organize it. In) Find lim 1:12) . Show the work that leads to your analysis. l._'| .t-_'1' c) Find the particular solution y=f(x) to the differential equation - l - 4y with the (it initial condition f(2)=0