An electronics repair shop has 3 technicians, and can handle 4 types of repairs (jobs) only. Not all the technicians have the skills to perform all repairs, and their wages are different. However, repairs can be split and finished independently by those capable of performing them. Data are given in the tables below. 2 Repair type 1 Hours/repair 1 No. of items to repair 10 5 3 4 2.5 0.75 15 25 10 Compatibility and wages 1 2 3 Repair type T1 T2 X X X X X 4 Hourly rate X $55.00 $40.00 $50.00 X X T3 x 1. The objective is to minimize the cost of all incoming repairs (60 items). Formulate the problem as an optimization problem, identifying all variables and constraints properly and clearly. Explain as necessary. 2. Write the set of AMPL statements which model this problem (by hand or otherwise) An electronics repair shop has 3 technicians, and can handle 4 types of repairs (jobs) only. Not all the technicians have the skills to perform all repairs, and their wages are different. However, repairs can be split and finished independently by those capable of performing them. Data are given in the tables below. 2 Repair type 1 Hours/repair 1 No. of items to repair 10 5 3 4 2.5 0.75 15 25 10 Compatibility and wages 1 2 3 Repair type T1 T2 X X X X X 4 Hourly rate X $55.00 $40.00 $50.00 X X T3 x 1. The objective is to minimize the cost of all incoming repairs (60 items). Formulate the problem as an optimization problem, identifying all variables and constraints properly and clearly. Explain as necessary. 2. Write the set of AMPL statements which model this problem (by hand or otherwise)