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Exercise 16-40 (Static) Variable Cost Variances (LO 16-5) Golden Food Products produces special-formula pet food. The company carries no inventories. The master budget calls for the company to manufacture and sell 120,000 cases at a budgeted price of $60 per case this year. The standard direct cost sheet for one case of pet food follows: Direct materials(3 pounds @ $2)$ 6Direct labor(0.25 hours @ $32)8 Variable overhead is applied based on direct labor-hours. The variable overhead rate is $16 per direct labor-hour. The fixed overhead rate (at the master budget level of activity) is $12 per unit. All nonmanufacturing costs are fixed and are budgeted at $2.2 million for the coming year. At the end of the year, the costs analyst reported that the sales activity variance for the year was $336,000 favorable. The following is the actual income statement (in thousands of dollars) for the year for Golden Food Products: Sales revenue$ 7,800Less variable costs Direct materials800Direct labor992Variable overhead515Total variable costs$ 2,307Contribution margin$ 5,493Less fixed costs Fixed manufacturing overhead1,480Nonmanufacturing costs2,125Total fixed costs$ 3,605Operating profit$ 1,888 During the year, the company purchased 320,000 pounds of material and employed 32,500 hours of direct labor. Required: Compute the direct materials price and efficiency variances. Compute the direct labor price and efficiency variances. Compute the variable overhead price and efficiency variances.

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A perfectly competitive market has the following demand and supply: $Q_D = 400 - 10p$ $Q_S = 40p$ Suppose the government introduces a $20 tax on each unit sold. The total tax revenue will be [taxrev]. Now let's consider the tax burden. Out of the $20 tax, consumers pay $[C] and producers pay $[P].

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Which of the following is generally not a main source of revenue for Internet firms such as Google? Multiple Choice In-app purchases Selling data Charging high prices for basic services Selling advertising

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Select the correct answer from each drop-down menu. In the figure, $ C D=E F $ and $ A B=C E $. Complete the statements to prove that $ A B=D F $. $ C D+D E=E F+D E $ by the $ \square $ Property of Equality. $ C E=C D+D E $ and $ D F=E F+D E $ by $ \square $ $ C E=D F $ by the $ \square $ Property of Equality. Given, $ A B=C E $ and $ C E=D F $ implies $ A B=D F $ by the $ \square $ Property of Equality. Reset Next

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Suppose the demand for a certain brand of a product is given by $D(p) = \frac{-p^2}{384} + 500$, where $p$ is the price in dollars. If the price, in terms of the cost $c$, is expressed as $p(c) = 4c - 16$, find the demand function in terms of the cost. $D(c) = $

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Consider an association between a Customers class and a Sale class in a Unified Modeling Language (UML) Class diagram. The multiplicities next to the Customers class are 1..1 and the multiplicities next to the Sale class are 0..*. Which of the following is the best way to implement that association in your database? Multiple Choice Post the primary key of Customers as a foreign key in Sales. Post the primary key of Sales as a foreign key in Customers. Create a linking table. None of these choices are correct.

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ncements es ions 12 Quantity (Gallons) Price (Dollars per gallon) 60 55 50 45 40 35 30 25 Total Revenue (Dollars) 0 0 100 5,500 200 10,000 300 13,500 400 16,000 500 17,500 600 18,000 700 17,500 800 16,000 900 13,500 1,000 10,000 1,100 5,500 1,200 0 If Rochelle and Alec operate as a profit-maximizing monopoly in the market for water, what price will they charge?

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According to lecture, the environmental causes for many psychiatric disorders are not well established. However, the one exception appears to be which of the following? Select one: a. Substance use disorders b. Schizophrenia c. Bipolar disorder d. Anxiety disorders e. both A and C

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7. A monopolist has a production function given by $y = \text{min}[h, 0.2k]$, where h is labor hours and $k$ is capital. The price of labor is $w = 10$ and the price of capital is $r = 2$. The demand function for the monopolist's output is given by $y = 100 - p$ where $p$ is the price charged by the monopolist. (a) Write down the profit function of the monopolist as a function of their output, $y$. (b) Find the profit-maximizing number of hours of labor the monopolist will use.

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3. Show that the Fourier Transform of \begin{equation*} f(x) = \begin{cases} \frac{\sqrt{2\pi}}{2a} & \text{for } |x| \le a \\ 0 & \text{for } |x| > a \end{cases} \end{equation*} is $\frac{\sin sa}{sa}$

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