The daily demand for interior paint cannot exceed that for exterior paint by more than 1 ton. Also, the maximum daily demand for interior paint is 2 tons. Reddy Mikks wants to determine the optimum (best) product mix of interior and exterior paints that maximizes the total daily profit. Give the mathematical formula of only the demand constraint? (15 mark) Note for form's designer: design the answer to be as a short paragraph. إجابتك
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- Duyong Beach Resort is a contemporary hotel that offers rooms with private balconies that face the sea. Your company has obtained a contract from Duyong Beach Resort to design, maintain and update their online reservation system. All room's prices are subjected to tax and service charge. Therefore, total room price must include 6% of tax and 10% of service charge. Table 1 lists price per night, tax, and service charge for all type of rooms. (b) Room Type Standard (S) Deluxe (D) Family (F) (c) (a) float calculate_basicPrice (char roomType, int night) ● You have been assigned to create and implement this task using C program. You have been instructed to include the following functions: Table 1: List of Price for All Rooms Price per Night Tax Charge RM 230.00 RM 300.00 RM 420.00 accept roomType and reservation duration (night) from main function calculates basic room price for number of night(s) entered according to Table 1 return basic room price to main function void calculate_charges…4) You are asked to calculate the weekly take home pay for a group of employees at your company (for each Employee ID). The employees in this group have a wage rate of 35 ÚSD per hour and 65 USD per hour when they work overtime. The following table list the hours work by the employees. Employee ID Regular hours Overtime hours 87 40 3 43 40 8. 99 32 40 15A company manufactures 3 products in 2 different factories. The cost of production and time required for production for each product varies depending on which factory produces it. The time and cost required for production of each product in each factory is provided in the tables in this worksheet. Demand for products 1, 2 and 3 are 200, 240 and 100 units, respectively. There are a total of 3,000 hours available in each factory. Additionally, at least 60% of the total units of Product 1 must be produced in Factory A, and at least 40% of of the total units of Product 2 must be produced in Factory B. Create a linear programming model and use the Solver add-in to determine the optimal production plan that will minimize total cost. Note: The cost is per unit not per hour. All demand must be met.
- A company manufactures three products 1, 2, and 3. Each product requires production time in three departments as shown below: PRODUCT DEPARTMENT 1 DEPARTMENT 2 DEPARTMENT 3 1 3 hr/unit 2 hr/unit 1 hr/unit 2 4 hr/unit 1 hr/unit 3 hr/unit 3 2 hr/unit 2 hr/unit 3 hr/unit There are 500, 400, and 300 hours of production time available in the three departments, respectively. If products 1, 2, and 3 contribute $3, $4, and $2.5 per unit to profit, answer the following questions: (You may attach your solution or write in the box) a) Define the decision variables (2 marks). b) Write all constraints (3 marks). c) Write the objective function (define whether it is a maximization or minimization) (1.5 marks)Compute the volumes of cut and fill between stations 88+30 to 88+68 using the slope stake notes in the table on the following page. Use the average end area equation except for when the section produces a pyramid. In those situations, use the equation for a pyramid. Assume: Base Widths: cut = 50 ft; fill = 40 ft | Side Slopes: 2:1 | Gradient: -2% SURFACE GRADE STA L CL R ELEV. (ft) ELEV. (ft) C18.1 C10.2 92+00 891.6 874.63 C17.0 61.2 45.4 0 0 0 0 91+52 8575.6 875.59 0.0 25 20 20 25 F6.9 F11.4 91+00 864.5 876.63 F12.1 33.8 42.8 F8.2 F10.1 90+50 867.3 877.63 F10.3 36.4 40.2 F12.8 90+05 875.3 878.53 F3.2 20 45.6 C16.3 F12.2 89+73 879.2 879.17 57.6 44.4 C17.4 F8.3 89+59 885.6 879.45 C6.1 59.8 14 36.6 C10.2 F7.3 89+43 879.8 879.77 45.4 34.6 F16.1 89+08 873.7 880.47 F6.8 20 52.2 C16.8 F12.9 88+68 881.3 881.27 58.6 45.8 C24.0 88+30 890.9 882.03 C8.9 73.0 25The WIX Company Civil Engineers consists of two divisions. The divisions are Water and Waste Water. The company sells engineering services to various customers. The following are the bill rates for the various staff classifications: Vice President $200/hour Senior Engineer $180/hour Staff Engineer $150/hour. The two divisions expect to bill the following hours: Water- 10000 hours, vice president at 10% of the time, 30% of Senior Engineer time and remaining to Staff Engineers. Waste Water- 6000 hours, vice president at 20% of the time, 20% of Senior Engineer time and remaining to Staff Engineers. The Direct Labor costs per hours are as follows: Vice President $80/hour Senior Engineer $60/hour Staff Engineer $40/hour. The utilization for each staff members are as follows: Vice President 60% Senior Engineer 80% Staff Engineer 90%. The company has the following other costs: Admin Salaries $90,000 Rent $100,000 Utilities $6,000 Benefits $76,000 Assume 20% of time for each staff member…
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- Nizwa AC Maintenance company has been providing Air conditioners maintenance and service for their customers in Nizwa. Currentiy, they are handling Split AC, Window AC and charging the service charge according to the following table. | Air Conditoner Type Service Charge Split AC Window AC 15 Rials |20 Rials The total service cost is calculated based on the service charge of the AC and spare parts costs based on the formula show below: Total service cost = service charge + spare parts costs Write a Python program named acservice.py that should take two inputs: the air conditioner type and spare parts costs for 5 customers and store them in two different lists. The program has to calculate the total service cost for each customer and store them in a list. Finally, your program has to display the total service cost for 5 customers and maximum service cost. Run and test your program. Once done, submit the file named acservice.py at the link below.…QUESTION 15 Al Watan supermarket has hire-purchases scheme for locals and expats. The customers will get the credit facility if they satisfy any of the following conditions: 1. The customer must hold the present job for more than 5 years and reside in the same place at least for 3 years. In this case, the customer will get credit upto rupees 300 omr. 2. The monthly salary of the customer must exceed 1000 omr and must hold the present job for more than 5 years. In this case credit will be given upto rupees 500 omr. 3. The monthly salary must exceed 1000 omr and reside at the same place at least for 3 years. In this case credit will be given upto 500 omr. 4. In the case, the customer's monthly salary exceeds 1000 omr, holds the present job for more than 5 years and also reside in the same place at least for the 3 years, the credit facility will be upto 1000 omr 5. The credit facility is rejected for all other customers. Prepare a Decision Table for this hire- purchase scheme. Attach File…QUESTION 15 Al Watan supermarket has hire-purchases scheme for locals and expats. The customers will get the credit facility if they satisfy any of the following conditions: 1. The customer must hold the present job for more than 5 years and reside in the same place at least for 3 years. In this case, the customer will get credit upto rupees 300 omr. 2. The monthly salary of the customer must exceed 1000 omr and must hold the present job for more than 5 years. In this case credit will be given upto rupees 500 omr. 3. The monthly salary must exceed 1000 omr and reside at the same place at least for 3 years. In this case credit will be given upto 500 omr. 4. In the case, the customer's monthly salary exceeds 1000 omr, holds the present job for more than 5 years and also reside in the same place at least for the 3 years, the credit facility will be upto 1000 omr 5. The credit facility is rejected for all other customers. Prepare a Decision Table for this hire- purchase scheme.