QUESTION 10 Enter all the constraints. (Hint : write the constraints based on areas i.e. try to write a constraint for each location [25 areas + 1 blimp). Please include the constraints even if they are repeated. ) (Answer Format : ale + le2 + <:>:) cl : aZXl + b2X2 + <:>:) c2 : . Note that there is a space before and aer each "+", ":", "<: .>:". Constraints should be separated by a colon. For example, for two constraint you should write: X1 + 5X2 >: 100 : 5X1 + 2X2 <: if a constraint applies to all variable write xi refer variable. for example>: 0. Write \"in \" to refer to the variable being integer. For example X2 : int, Write "bin" to refer to the variable being binary. For example X2 : bin or Xi : bin ) QUESTION 11 Run Solver to solve the ZOLP in previous problem. What are the optimal solution and the optimal objective function value? (Answer Format : X1 = c1 : X2 = c2 : .There is space before and after each and "=\". The values for each variable should be separated by a colon. For example, X1 =1 : X2 = 2: X3 = 3: Z=8). QUESTION 9 Super Sunday, the once-a-year TV extravaganza focused on the activities of the NFL Super Bowl, has almost become a tradition. NBC has received the TV contract for this year's family festivities, and the producers have identied 12 potential camera locations Within the stadium. They have also identied 25 stadium areas that may require camera coverage during the pregame, game, and postgame activities. The following table indicates camera locations and stadium areas each camera can cover: Camera location Stadium areas covered 1, 3, 4, 6, 7 3, 4, 7, 12 2, 5, 9, 11, 13 1,2,13,19,21 3,6,10,12,14 8,14,15,16,17 18, 21, 24, 25 2,10,16,23 6,11 10 20, 22, 24, 25 11 2, 4, 6, s 12 1, 6, 12, 17 WW'HIQM-b-WMH NBC executives are mainly concerned about the costs for the production. Consequently, they have set a goal of minimizing the number of cameras used. In seeking this objective, they want at least one camera to be available to cover each stadium area. Camera location 9 is the "blimp,\" and it has been decided that the blimp must be used because of viewer expectation and fascination with the shots from this location. Stadium areas 1 and 2 are locker room locations. The viewer interest in football personalities has led the executives to request that at least two cameras be available to cover each of these areas. Formulate a ZOLP for the set covering problem that can he used to determine the minimum number of cameras that needed for coverage and where they should be set up. Enter the objective function. (Answer formats: MIN :a1X 1+ a2X2 + ..... or MAX: a1X 1+ aZXZ . There is a space before and after each "+" and ":")
