Scorpio makes premium bikes using two departments, assembly and painting. Assembly estimates using 868,000 machine hours and painting uses 41,000 machine hours. Fixed manufacturing overhead costs are estimated to be $10,000,000 for assembly and $751,000 for painting. Variable manufacturing overhead per machine hour is $11.5 in both departments. Machine hours are used as the allocation base for a plantwide predetermined manufacturing overhead application rate. A bike dealership shop places an order for 20 bikes. The order requires 1,030 machine hours in assembly and 105 machine hours in painting. The job also requires $54,000 of direct materials and $108,000 of direct labor. What is the unit product cost (per bike) for the job when Scorpio uses a plantwide approach to calculating its predetermined manufacturing overhead application rate? Round your answer to 2 d.p. Do not round intermediary calculations.

Tri-bikes manufactures two different levels of bicycles: the Standard and the Extreme. The total overhead of $300,000 has traditionally been allocated by direct labor hours, with 150.000 hours for the Standard and 50,000 hours for the Extreme. After analyzing and assigning costs to two cost pools, it was determined that machine hours is estimated to have $200,000 of overhead, with 4,000 hours used on the Standard product and 1,000 hours used on the Extreme product. k was also estimated that the setup cost pool would have $100000 of overhead, with 1,000 hours for the Standard and 1,500 hours for the Extreme. What is the overhead rate per product, under traditional and under ABC costing?

Stacks manufactures two different levels of hockey sticks: the Standard and the Slap Shot. The total overhead of $600,000 has traditionally been allocated by direct labor hours, with 400,000 hours for the Standard and 200.000 hours for the Slap Shot. After analyzing and assigning costs to two cost pools, it was determined that machine hours is estimated to have $450.000 of overhead, with 30,000 hours used on the Standard product and 15,000 hours used on the Slap Shot product. It was also estimated that the inspection cost pool would have $150,000 of overhead, with 25,000 hours for the Standard and 5,000 hours for the Slap Shot. What is the overhead rate per product, under traditional and under ABC costing?

Evans, Inc., has a unit-based costing system. Evanss Miami plant produces 10 different electronic products. The demand for each product is about the same. Although they differ in complexity, each product uses about the same labor time and materials. The plant has used direct labor hours for years to assign overhead to products. To help design engineers understand the assumed cost relationships, the Cost Accounting Department developed the following cost equation. (The equation describes the relationship between total manufacturing costs and direct labor hours; the equation is supported by a coefficient of determination of 60 percent.) Y=5,000,000+30X,whereX=directlaborhours The variable rate of 30 is broken down as follows: Because of competitive pressures, product engineering was given the charge to redesign products to reduce the total cost of manufacturing. Using the above cost relationships, product engineering adopted the strategy of redesigning to reduce direct labor content. As each design was completed, an engineering change order was cut, triggering a series of events such as design approval, vendor selection, bill of materials update, redrawing of schematic, test runs, changes in setup procedures, development of new inspection procedures, and so on. After one year of design changes, the normal volume of direct labor was reduced from 250,000 hours to 200,000 hours, with the same number of products being produced. Although each product differs in its labor content, the redesign efforts reduced the labor content for all products. On average, the labor content per unit of product dropped from 1.25 hours per unit to one hour per unit. Fixed overhead, however, increased from 5,000,000 to 6,600,000 per year. Suppose that a consultant was hired to explain the increase in fixed overhead costs. The consultants study revealed that the 30 per hour rate captured the unit-level variable costs; however, the cost behavior of other activities was quite different. For example, setting up equipment is a step-fixed cost, where each step is 2,000 setup hours, costing 90,000. The study also revealed that the cost of receiving goods is a function of the number of different components. This activity has a variable cost of 2,000 per component type and a fixed cost that follows a step-cost pattern. The step is defined by 20 components with a cost of 50,000 per step. Assume also that the consultant indicated that the design adopted by the engineers increased the demand for setups from 20,000 setup hours to 40,000 setup hours and the number of different components from 100 to 250. The demand for other non-unit-level activities remained unchanged. The consultant also recommended that management take a look at a rejected design for its products. This rejected design increased direct labor content from 250,000 hours to 260,000 hours, decreased the demand for setups from 20,000 hours to 10,000 hours, and decreased the demand for purchasing from 100 component types to 75 component types, while the demand for all other activities remained unchanged. Required: 1. Using normal volume, compute the manufacturing cost per labor hour before the year of design changes. What is the cost per unit of an average product? 2. Using normal volume after the one year of design changes, compute the manufacturing cost per hour. What is the cost per unit of an average product? 3. Before considering the consultants study, what do you think is the most likely explanation for the failure of the design changes to reduce manufacturing costs? Now use the information from the consultants study to explain the increase in the average cost per unit of product. What changes would you suggest to improve Evanss efforts to reduce costs? 4. Explain why the consultant recommended a second look at a rejected design. Provide computational support. What does this tell you about the strategic importance of cost management?