2 Nonemployment ows In this section, we will generalize what we learned about nding the steady state for the unemployment rate. Now, consider a third state, called at. This is like a \"low search\" group. In addition, there is the regular unemployment group, the fraction of the labor force in this group is called 11,5. I The employment rate is 1 11 n; - Workers can enter normal unemployment group by separating from em- ployment at rate a or by beginning to search harder, moving from n to u at rate 3. - Workers exit unemployment group 11 by nding jobs at rate f The transitions in and out of the group at are given by 1 3 Workers who were in low search state begin searching harder, moving out of n and into a at rate 3. 3 Employed workers move into state 11 at rate 1 With this information:1 1. Write the law of motion for at. That is write how 11+1 is determined as a function of at, n; and the rates described above 2. Write the law of motion for 11;. That is write how 11:44 is determined as a function of at, n; and the rates described above 3. Let u*,n' be the steady states, solve for u' and n' as a function of the rates. Given what you wrote in the prior two parts, this is solving a system of two equations with two unknowns