Q3. ADLG Company has two support departments, SS1 and SS2, and two operating departments, OD1 and OD2. The company has decided to use the direct method and allocate variable SS1 dept. costs based on the number of transactions and fixed SS1 dept. costs based on the number of employees. SS2 dept. variable costs will be allocated based on the number of service requests and fixed costs will be allocated based on the number of computers. The following values have been extracted for the allocation | Total Department variable costs Total department fixed costs Number of transactions Number of employees Number of service requests Number of computers Support Departments SS1 16,000 19,500 50 18 37 20 SS2 19,000 34,000 You are required to allocate variable and fixed costs. 55 24 22 25 Operating Departments OD1 105,000 120,000 250 47 26 31 OD2 68,000 55,000 140 38 32 37

Q3. ADLG Company has two support departments, SS1 and SS2, and two operating departments, OD1 and OD2. The company has decided to use the direct method and allocate variable SS1 dept. costs based on the number of transactions and fixed SS1 dept. costs based on the number of employees. SS2 dept. variable costs will be allocated based on the number of service requests and fixed costs will be allocated based on the number of computers. The following values have been extracted for the allocation | Total Department variable costs Total department fixed costs Number of transactions Number of employees Number of service requests Number of computers Support Departments SS1 16,000 19,500 50 18 37 20 SS2 19,000 34,000 You are required to allocate variable and fixed costs. 55 24 22 25 Operating Departments OD1 105,000 120,000 250 47 26 31 OD2 68,000 55,000 140 38 32 37

FINANCIAL ACCOUNTING

10th Edition

ISBN:9781259964947

Author:Libby

Publisher:Libby

Chapter1: Financial Statements And Business Decisions

Section: Chapter Questions

Problem 1Q

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11. There are two logistics network systems. Company JYZ is currently applying system 1 for the distribution and warehousing of its raw materials. In system 1, the raw materials are shipped from suppliers to the warehouse, where sorting is implemented. The materials are then shipped from the warehouse to the customers. JYZ is now thinking of implementing system 2, where raw materials are shipped from suppliers directly to the customers. The costs of both systems are provided below (per quarter). The cost formula is y=a+x(b₁ + b₂ + b3), where b₁,b2b3 are the unit cost for handling, logistics, and sorting. System 1 System 2 Fixed cost $2000 Variable cost Variable cost Variable cost (handling per unit) (logistics per unit) (Sorting per unit) $0.02 $0.01 $0.03 $0.01 $0.01 $0.05 y = a + b(x1+x2+x3) a. What is the breakeven point for the two systems to have identical total cost? b. The total number of units of JYZ is 90,000. Given the total unit 90,000, do you think it will be worth it if…
3 2. An intern suggested that the company use activity-based costing to cost its products. A team was formed to investigate this idea, and it came back with the recommendation that four activity cost pools be used. These cost pools and their associated activities follow: 5 ints 00:40:40 Activity Cost Pool and Activity Measure Purchase orders (number of orders) Rework requests (number of requests) Product testing (number of tests) Machine related (machine-hours) Activity Cost Pool Purchase orders Rework requests Product testing Machine related Estimated Overhead Cost $ 170,000 374,400 350,000 1,150,000 $2,044,400 Compute the activity rate (i.e., predetermined overhead rate) for each of the activity cost pools. Activity Rate per order per request per test per MH Deluxe 1,000 600 5,000 18,000 Activity Regular 1,500 1,200 12,500 28,000 Total 2,500 1,800 17,500 46,000 3. Assume that actual activity is as expected for the year. Using activity-based costing, do the following: a. Determine the…
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- Refer to the model listed next: Max: Z= 10*x1+6*x2+4*x3; Subject to: 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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