Explain the steps CRAFT would take with the following problem and determine the final layout. Only two$-$way exchanges are to be considered. Consider cost of material movement per unit distance to be $1.$ TO FROM A B C D E A $-352$ B $-32$ C $3-4$ D $-3$ E $1-$ From$-$To Chart Problem $2.$ Build the MIP model that could obtain an optimal layout with the data given for Problem $6\mathrm{.}28.($Listed below. You may assume that each grid measures $15$ by $15).$ Note that all you need to do is to list the equations and provide explanations $($please make assumptions if necessary$).$ You do NOT need to solve the MIP problem. The information for $6\mathrm{.}28$ is listed below $($note that you DO NOT need to solve this problem. You do NOT need to list the equations for each departments, and can use the notation $$ to represent all departments to simplify the equations.$)$ A A A B B B B A A A C C C C A A A C C C C D D D E E E E D D D E E E E D D D E E E E Initial Layout