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stephen blanch

stephen b.

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Which of the follow statements best describes the contribution margin? Question 21 options: 1) The contribution margin is defined as fixed costs minus variable costs. 2) The contribution margin is the dollar amount of each unit of revenue remaining after variable costs that is available first to cover fixed costs and then to contribute to profit. 3) The contribution margin is defined as revenues minus fixed costs. 4) The total contribution margin is defined as the contribution margin multiplied by total revenues. 5) The total contribution margin is defined as the contribution margin multiplied by total costs.

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If ABC Company’s fixed asset turnover ratio is 4.5X, while the average among peers in the same industry is 3.2X, then ABC Company is more efficient than its peers. True False

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All of the following might explain a firm offering quantity discounts except: the lower costs of handling large orders. an inelastic demand for the good. a monopoly power in this market. the adoption of a sales maximization strategy.

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Draw the dinucleotide found in RNA that has the sequence 5'-A-U-

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How do you know when to add them up and when to set them equal

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The relationship between the length of a muscle and the amount of tension/force it can generate is best described by the length-tension relationship.

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Briefly describe why insurers should be concerned about moral hazard issues from both patients and doctors.

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Question 9 Activity and interaction diagrams are developed and/or reviewed during the ______ phase of the SDLC proces. system definition requirements analysis design construction 0/1 point

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1. Consider the function $g(x) = \frac{1}{3}(x^2 + 1)$. a. By hand, find the two fixed points of $g(x)$. b. Sketch the graphs of $g(x)$ and $y = x$ on the same set of axes, confirming the fixed points. c. For one of the fixed points, find an interval $[a, b]$ such that $g([a, b]) \subset [a, b]$. d. Use the midpoint of the interval you found in c. as a starting point for a fixed point iteration. Do ten iterations (use a spreadsheet) for each starting point. Do the iterations seem to be converging? For the other fixed point, choose a starting point that's close (within 0.2), and do ten iterations. Do the iterations seem to be converging? e. Explain the results you found in d. Are the conditions of the contraction mapping theorem satisfied? 2. Consider the three functions below $g_1(x) = \sqrt{x^4 - 2}$ $g_2(x) = \sqrt[4]{x^2 + 2}$ $g_3(x) = \sqrt{\frac{2}{x^2} + 1}$ a. Verify that $\alpha = \sqrt{2}$ is a fixed point for each of the g functions. b. Explain why two of these fixed point iterations will converge and one will diverge, if $x_0$ is close to $\alpha$. For the two that converge, which converges faster? Why? c. Start with initial interval $1.2 < x < 1.6$. For the two that converge, determine how many iterations would be necessary to estimate $\alpha$ with error less than $< 10^{-8}$ with $x_0 = 1.5$. Hint: Use a graph to figure out $\lambda$.

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available below. Complete parts (a) through (c) below. Click the icon to view the number of songs for each album. a. Find the mean. The mean is songs. (Type an integer or a decimal. Round to one decimal place as needed.) Number of Songs able[[Album,Number of Songs],[Help!,14],[Rubber Soul,14],[A Hard Day's Night,13],[Please Please Me,14],[Beatles for Sale,14],[Revolver,14],[Sgt. Pepper,13],[Yellow Submarine,6],[Abbey Road,17],[Let It Be,12]] The English rock band, The Beatles, was formed in Liverpool in 1960. There are 12 studio albums that are considered part of their core catalogue. In the article "Length of The Beatles Songs" by T. Koyama, lists the album title, date of release, and number of songs on each album. Find the mean, median, and mode(s) of the data. The album names and numbers of songs for 10 albums are available below. Complete parts a through c below. Click the icon to view the number of songs for each album a. Find the mean The mean is songs. Type an integer or a decimal. Round to one decimal place as needed. Number of Songs Album Number of Songs Help! 14 Rubber Soul 14 A Hard Day's Night 13 Please Please Me 14 Beatles for Sale 14 Revolver 14 Sgt. Pepper 13 Yellow Submarine 6 Abbey Road 17 Let It Be 12 Print Done

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