What could be the conceptually model of this problem? Can you help me? In the last example, I gave an example of the model.

- [20 points) Gotham City National Bank is open Monday-Friday from 9:00 to 17:00. From past experience, the bank knows that it needs the number of tellers shown below. The bank hires two types of tellers. Full-time tellers work 9:00-17:00 five days a week, except for 1 hour off for lunch. (The bank determines when a full-time employee takes lunch hour, but each teller must go between 12:00-13:00 or between 13:0014:00) Full-time employees are paid $8/hour (this includes payment for lunch hour). The bank may also hire part-time tellers. Each part-time teller must work exactly 3 consecutive hours each day. A part-time teller is paid $5/hour and does not go out for lunch. The bank has decided that at most five part-time tellers can be hired. Formulate an LP to meet the teller requirements at minimum cost. Time period No. of tellers Time period No. of tollers 1. 9:00-10:00 5. 13:00-14:00 2. 10:00-11:00 3 6. 14:00-15:00 6 3. 11:00-12:00 7. 15:00-16:00 4. 12:00-13:00 8. 16:00-17:00 (a) (2 points) Which OR problem is this? (b) (4 points) Decision variables ? (c) (4 points) Objective and objective function? (d) [10 points] Constraints ? 4 6 8 8 4) a) Static Workforce - Scheduling problem b) DUS. xia Number of full-time tellers who take lunch break during the ith break, tel2 (1210013:00, 14:00-14:59) We Number of part time telles who start work at the ith time period, jel... 6 o Min 8x8XCX1+x2) + 5x3 x yi (Total cost) d) sito X1 + X2+ y1 74 x1 + x2 + yl +42213 Bu kisim X1 + X2 tylty2 +43714 Scuba attigim x2 + y2 +43 +4426 foroda vor Conceptual Model Parameters: Weight limit tokg, weights and prices of itens Decision variables: Fraction of each item to steal Objective: Maximize the loot profit Constraints: 1. Total weight of stolen teus connot exceed the limit. 2. stolen hey should be a fraction ble oond 1