- Refer to the model listed next: Max: Z= 10*x1+6*x2+4*x3; Subject to: x1+x2+x3<=100; (technical) 10*x1+ 4*x2+5*x3 <= 600; (labor) 2*x1+2*x2+6*x3=300; (administration) x1,x2,x3>=0; where x1,x2 and x3 are the number of product 1,2 and 3 produced. (i) (ii) (iii) (iv) (v) 333 (vi) Identify the initial basis with your reason. Show one complete iteration as the solution moves to the next basis. Find the optimal basis. You may solve the problem for the optimal solution using the Lingo software but must validate the optimal basis. Estimate the optimal simplex multipliers. Solve the model using the Lingo software and report the dual prices for each constraint. Compare the optimal simplex multipliers with the shadow prices for different constraints and provide your comments.
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- The following information is departmental cost allocation with two service departments and two production departments. Department Cost Percentage Service Provided to S1 S2 P1 P2 Service 1 (S1) $ 32,000 0% 25% 30% 45% Service 2 (S2) 23,000 20 0 20 60 Production 1 (P1) 130,000 Production 2 (P2) 180,000 What is the total cost in P1 and P2 and what is the amount of service department cost allocated to P1 and P2 using the step method with S1 going first? The following information relates to a joint production process for three products, with a total joint production cost of $165,000. There are no separable processing costs for any of the three products. Product Sales Value at Split-Off Units at Split-Off 1 $ 181,500 320 2 99,000 960 3 49,500 1,920 $ 330,000 3,200 What percentage of joint cost is allocated to each of the three products using the sales value at split-off method? Do not give answer in image1. The following information is departmental cost allocation with two service departments and two production departments. Department Cost Percentage Service Provided to S1 S2 P1 P2 Service 1 (S1) $ 46,000 0% 20% 40% 40% Service 2 (S2) 36,000 25 0 30 45 Production 1 (P1) 260,000 Production 2 (P2) 310,000 a. What is the amount of service department cost allocated to P1 and P2 using the direct method? b. What is the total cost in P1 and P2 after allocation using the direct method? c. What is the total cost in P1 and P2 and what is the amount of service department cost allocated to P1 and P2 using the step method with S1 going first? d. What is the amount of service department cost allocated to P1 and P2 using the direct method if the cost in P1 is changed from $260,000 to $280,000?The following information is departmental cost allocation with two service departments and two production departments. Percentage Service Provided to Department Cost S1 S2 P1 P2 Service 1 (S1) $ 40,000 0 % 40 % 30 % 30 % Service 2 (S2) 30,000 25 0 45 30 Production 1 (P1) 200,000 Production 2 (P2) 250,000 What is the total cost in P1 and P2 and what is the amount of service department cost allocated to P1 and P2 using the step method with S1 going first?
- [The following information applies to the questions displayed below.] The following information is departmental cost allocation with two service departments and two production departments. Percentage Service Provided to Department Cost S1 S2 P1 P2 Service 1 (S1) $ 40,000 0 % 25 % 30 % 45 % Service 2 (S2) 31,000 20 0 20 60 Production 1 (P1) 210,000 Production 2 (P2) 260,000 What is the total cost in P1 and P2 and what is the amount of service department cost allocated to P1 and P2 using the step method with S1 going first?The "x" in the overhead cost equation, y = $5.50x + $92,000, represents which of the following? total overhead costs. the variable costs. total fixed costs. the cost driver in units.The following information is departmental cost allocation with two service departments and two production departments. Department Cost Percentage Service Provided to S1 S2 P1 P2 Service 1 (S1) $ 46,000 0% 20% 40% 40% Service 2 (S2) 36,000 25 0 30 45 Production 1 (P1) 260,000 Production 2 (P2) 310,000 What is the amount of service department cost allocated to P1 and P2 using the direct method if the cost in P1 is changed from $260,000 to $280,000?
- please answer within the format by providing formula the detailed workingPlease provide answer in text (Without image)Please provide answer in text (Without image)Please provide answer in text (Without image) Robinson Products Company has two service departments (S1 and S2) and two production departments (P1 and P2). The distribution of each service department’s efforts (in percentages) to the other departments is: From To S1 S2 P1 P2 S1 — 10% 20% ?% S2 10% — ? 30 The direct operating costs of the departments (including both variable and fixed costs) are: S1 $ 180,000 S2 60,000 P1 50,000 P2 120,000 Required: 1. Determine the total cost of P1 and P2 using the direct method. 2. Determine the total cost of P1 and P2 using the step method. 3. Determine the total cost of P1 and P2 using the reciprocal method.4. Build a spreadsheet: Construct an Excel spreadsheet to solve all of the preceding requirements. Show how both cost schedules and the income statement will change if the following data change: direct labor is $390,000 and utilities cost $35,000.I am not understanding how to use excel to get the answer to this. Please show excel work. Answer should be: $2,058,046
- What is process capability? Explain the difference between specification limits and process control limits. Consider a process with lower process control limit as 1.335 and upper process control limit as 1.345. The lower specification limit is 1.338 and upper specification limit is 1.342. Using a diagram, comment on whether the process is capable of meeting requirements.All the following can be used as an allocation base , EXCEPT : a All of the given answers can be used . b. direct labor hours c. direct labor cost d. ddirect machine hours e. units of output if the company has multiple productsIn Sheet 2, what is the amount of total manufacturing costs? P105,426 P228,865 P204,290 P243,460