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QUESTION 3 Bauer Incorporated makes a single product--an electrical motor used in many long-haul trucks. The company has a standard cost system in which it applies overhead to this product based on the standard labor-hours allowed for the actual output of the period. Data concerning the most recent year appear below: Total budgeted fixed manufacturing $477,360 Total budgeted variable manufacturing $146,640 Budgeted hours 42,000 labor-hours Actual production 33,200 units Standard hours per unit 1.3 labor-hours Actual fixed manufacturing overhead $489,170 Actual variable manufacturing overhead $151,450 Actual hours 47,500 labor-hours Required: Determine whether overhead was underapplied or overapplied for the year and by how much. 22 points a. Calculate the fixed manufacturing predetermined overhead rate. (Round to dollars and cents.) b. Calculate the variable manufacturing predetermined overhead rate. (Round to dollars and cents.) c. Calculate the budget variance and label it as favorable or unfavorable. d. Calculate the volume variance and label it as favorable or unfavorable. c. Calculate the total variance and label it as favorable or unfavorable. f. Is the fixed overhead variance overapplied or underapplied? g. Compute the variable overhead efficiency variance. h. Compute the variable overhead rate variance. i. Compute the variable overhead spending variance.

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Consider a monopolist serving two market segments with demand curves given by pH=72(10−qH) and pL=(10−qL). If all of the costs are sunk and the monopolist is a revenue maximizer, what uniform (linear) price maximizes revenues across both segments? (your answer should be exact)

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Public capital projects can be financed by building up a reserve from taxes or by borrowing money to repay with interest from future taxes. O True O False

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Discuss how mobile technologies offer unique opportunities for learning and explore the implications of these affordances in various educational contexts. Support your discussion with examples and case studies.

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Solve $\sqrt[3]{2x+4} + 1 = 5$. Select the correct choice below and, if necessary, fill in the answer box to complete your choice. A. The solution is x = (Simplify your answer. Type an integer or a fraction. Use a comma to separate answers as needed.) B. There is no solution.

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Find $\frac{dp}{dq}$ for $p = \frac{cos\ q + sin\ q}{sin\ q}$. $\frac{dp}{dq} = $

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Show that y = ln x is a solution of xy'' + y' = 0 on the interval I = (0, ?) but is not a solution on I = (-?, ?).

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2.2 Class Edge This class represents an edge of the graph. You must implement these public methods: • Edge (Node u, Node v, int type): the constructor for the class. The first two parameters are the endpoints of the edge. The last parameter is the type of the edge; when representing the labyrinth, if an edge represents a door the type of the edge represents the type of the door. • Edge (Node u, Node v, int type, String label): another constructor for the class. The first two parameters are the endpoints of the edge. The last parameters are the type and label of the edge. When representing a labyrinth, you can use the label to distinguish between edges representing corridors and edges representing doors. • Node firstEndpoint (): returns the first endpoint of the edge. • Node secondEndpoint(): returns the second endpoint of the edge. • int getType(): returns the type of the edge. • setType(int newType): sets the type of the edge to the specified value. • String getLabel(): returns the label of the edge. • setLabel (String newLabel): sets the label of the edge to the specified value. For example consider edge (u, v). The first endpoint of this edge is node u and the second endpoint is node v. The label of the edge could be \"corridor\" if the edge represents a corridor. The label of the edge could be \"door\" if the edge represents a door and the type of the edge would correspond to the type of the door.

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Which of the following best explains 'supplier quality assurance'? Some activities conducted by a company to arrive at zero-defects quality performance in its relationship with suppliers. All activities conducted by a company to arrive at a zero-defects quality performance in its relationship with suppliers. All activities conducted by a company to arrive at a zero-defects quality control system. All activities conducted by a company to arrive at improved quality performance in its relationship with suppliers.

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Describe some ways in which the Virial Theorem and the Jeans Equations are similar, and in which ways they are different.

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mary a.