hello i know this post befor but i wanted by excel solve it's totaly difrrent

Linear Optimization Models 6. Morgan Inc. is planning the purchase of one of the component parts it needs for its finished product. The anticipated demands for the component for the next 12 periods are shown in the following table. The cost to order the component (labor, shipping, and paperwork) is $150. The cost to hold these components in inventory is $1 per compo- nent per period. The price of the component is expected to remain stable at $12 per unit for the next 12 periods, and no quantity discounts are available. The maximum order size is 1,000 units. Period 1 2. 3. 4. 6. 7. 8. 9. 10 11 12 Demand 20 20 30 40 140 360 500 540 460 80 0 20 a. Formulate a model to minimize the total cost of satisfying Morgan Inc.'s demand for this component. b. Solve the model formulated in part a. What is the optimal cost? How many orders are placed? Ci in considering the relocation of several police substations to obtain better L ith the

6. Morgan Inc. is planning the purchase of one of the component parts it needs for its finished product. The anticipated demands for the component for the next 12 periods are shown in the following table. The cost to order the component (labor, shipping, and paperwork) is $150. The cost to hold these components in inventory is si per compo- nent per period. The price of the component is expected to remain stable at $12 per unit for the next 12 periods, and no quantity discounts are available. The maximum order size is 1.000 units. Period Demand 1 2 3 4 5 20 20 30 40 140 7 500 8 9 10 11 12 540 460 800 20 360 a. Formulate a model to minimize the total cost of satisfying Morgan Inc.'s demand for this component. b. Solve the model formulated in part a. What is the optimal cost? How many orders are placed? ... in nancidering the relocation of several police substations to obtain better wichsha