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Ca or Ca^(2+) Part B: S or S^(2-) choose your answer... Part C: O^(2-) or S^(2-) choose your answer... Consider the following atom(s)/(i)ons: Ar,Ca^(2+),Cl^(-),K^(+),Mg^(2+). Rank the atom(s)/(i)ons from the smallest radius to the largest radius. Smallest Radius 1 K^(+) 2 Ca^(2+) 3 Cl^(-) 4 Ar 5 Mg^(2+) 0.2 points Which equation correctly represents the third ionization energy (I_(3)) of lithium? Li(g)->Li^(3+)(s)+3e^(-) Li^(2+)(s)->Li^(3+)(s)+e^(-) Li^(2+)(g)->Li^(3+)(g)+e^(-) Li^(2-)(g)+e^(-)->Li^(3-)(g)

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Label the components of an energy diagram for a spontaneous reaction. Macmillan Learning Energy Reaction progress Answer Bank activation energy reactants catalyzed reaction products uncatalyzed reaction

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show that the geodesics on a sphere of radius a are itss great circles

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Which of these can found in oak wood but not in pine wood? Multiple Choice secondary xylem secondary phloem vessel members tracheids ray cells

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7. What was Smucker's current ratio for 2019? Did the company's ability to pay its current liabilities improve in 2019 when compared to 2018? 8. Compute Smucker's days sales in inventory for 2019. Based on this ratio, is the company improving on the management of its inventory from 2018 to 2019? (Note: total inventory is the sum of the Raw Materials and Finished Products inventories.) 9. Did day-to-day operations at Smucker's result in a positive or a negative cash flow in 2019? 10. What was Smucker's largest use of cash in 2019? 11. Item 1 in the Annual Report is a description of Smucker's business (page 2). In fiscal year 2019, Smucker's bought another business ("Ainsworth"). How did Smucker's get the money to purchase this business? 12. Management's Discussion and Analysis (MD&A) section of the annual report is found on pages 19-33. In this section, the management of Smucker's provides their explanation of the company's financial results. On page 21 under the section on Operating Income, management explains why Operating Income decreased in 2019 even though sales increased. According management, what is the primary reason(s) for the decrease in Operating Income in 2019? 13. In 2019, Smucker's Operating Income dropped 11%, but Net Income fell by almost 62%. The income statement shows that drop in Net Income (which is an after-tax amount) occurred because Smucker's had a huge tax benefit in 2018 that did not happen in 2019. On pages 21 & 22 in the section on Income Taxes, what was the primary reason given for the tax benefit that boosted 2018 Net Income? 14. The footnotes to Smucker's statements follow the consolidated statement of stockholder's equity from pages 43 through 73. In footnote 1 (on pages 43-48), Smucker's discloses the accounting policies used by the company. Which inventory method does Smucker's use? (Hint: look for the section on Inventories.) 15. According to footnote 1, which method is used to depreciate Property, Plant & Equipment? 16. According to footnote 1, how much did Smucker's spend on advertising in 2019? 17. Scroll through the footnotes looking at the major headings until you find information on Reportable Segments. Based on the data presented, what is Smucker's most profitable business segment? 18. Page 73 shows data on quarterly dividends. If a shareholder owned one share of Smucker's stock for the entire 2019 fiscal year, what would be the total that shareholder would receive in dividend payments? 19. Page 37 presents the Independent Auditor's report. The accounting firm of Ernst and Young was the group of Certified Public Accountants (CPAs) that audited Smucker's financial statements. Which of the following statements best describes the opinion of the CPAs regarding the financial statements? (1) Smucker's financial statements are correct. (2) Smucker's financial statements are free from both fraud and errors. (3) Smucker's financial statements are correct for transactions based in US currency but cannot be audited for transactions based in foreign currencies. (4) Smucker's financial statements fairly present the company's financial position and results of operations, at least related to material transactions and events. 20. Page 38 presents the Report of Management on Responsibility for Financial Reporting. For stock markets to work efficiently, shareholders and other investors must be able to place their trust in the financial statements and other financial reporting of public companies. Who is ultimately responsible for the integrity and accuracy of financial reporting at Smucker's? THE J.M.SMUCKER COMPANY STATEMENTS OF CONSOLIDATED INCOME Year Ended April 30 2019 2018 2017 7.838.0 7.357.1 7.392.3 4,922.3 4,521.0 4,557.0 2,915.7 2,836.1 2,835.3 1,508.6 1,362.9 1,379.6 240.3 206.8 207.3 97.9 145.0 107.2 61 133.2 64.1 45.4 76.9 (31.0) 0.1 (4.3) 928.6 1,044.0 1,042.6 (207.9) (174.1) (163.1) (19.1) (8.9) (1.1 701.6 0198 878.4 187.2 (477.6) 286.1 S 514.4 1.338.6 592.3 (Dollars in millions except per share data Net sales Cost of products sold Gross Profit Selling, distribution, and administrative expenses Amortization Goodwill impairment charges Other intangible assets impairment charges Other special project costs Other operating expense income)-net Operating Income Interest expense-net Other income(expense)-net Income Before Income Taxes Income tax expense (benefit Net Income Earnings per common share Net Income 4.52 11.79 Net Income-Assuming Dilution S 4.52 S 11.78 S Ahr spec projct costs includes integration and restructuring costs. For more information see Note 3: Integration and Restructuring Costs. See notes to consolidated financial statements ur's 5.10

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The success of one company in one industry may depend on another company in a different industry. This dependence creates ________. Group of answer choices elasticity value-added demand inelastic demand derived demand inelasticity

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Define a decreasing sequence of step sizes $\varepsilon_p$ so that $\sum_{p=1}^{\infty} \varepsilon_p = \infty$ and $\sum_{p=1}^{\infty} \varepsilon_p^2 < \infty$. For example, one could choose $\varepsilon_p = Cp^{-\alpha}$ for any $\alpha \in (\frac{1}{2}, 1]$ and $C > 0$. Implement SGD for the fake regression problem with such a decreasing sequence of step sizes. This means use $\varepsilon_p$ instead of $\varepsilon$ for updation at the p-th step. Does it appear to converge? How does the performance compare with SGD with a fixed step size?

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Question 24 1 pts Origins Corporation started in business on January 1, 2020. Following are some of its transactions through March 31: • 1/1/20-The company borrowed $20,000 from a local bank and agreed to pay back $24,000 on January 1, 2022. • 2/1/20-Purchased insurance to cover six months for $1,800 in cash. • 2/11/20-Bought $7,000 of inventory on account. Origins will pay on April 10th. • 3/06/20-Sold $3,000 of inventory for $11,000, half in cash and half on account. • 3/26/20-Collected $2,000 of accounts receivable. • 3/29/20 - Received utility bill for the first quarter of $1,400. This will be paid in April. • 3/31/20-Paid $3,200 in dividends. How much were Origins current liabilities at March 31, 2020? $8,400 $1,400 $8,900 $7,000 None of the above

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Problem 5: [1, 02-13] The offset slider-crank mechanism is driven by rotating crank 2. Write the loop-closure equation. Solve for the position of slider 4 as a function of $\theta_2$. $l_2 = 2.5$ in, $l_3 = 7.0$ in, $d = 1$ in.

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Problem 3 (12 marks): Consider the general three-stage switch illustrated below. Assume that there are a total of N input lines and N output lines for the overall switch, where for simplicity, N = Ln. The first stage consists of L = N/n identical crossbars, each with n input lines and k output lines. The second stage consists of k identical crossbars, each with L input lines and L output lines. The third stage consists of L identical crossbars, each with k input lines and n output lines. Further, each stage 1 crossbar has one output line going to each stage 2 crossbar, and each stage 2 crossbar has one output line going to each stage 3 crossbar. Stage 1 Stage 2 Stage 3 nxk 1 N/n x N/n 1 kxn 1 nxk 2 N/n x N/n 2 kxn 2 N inputs N/n × N/n 2 nxk 3 kxn N outputs 3 : : : nx k Nin Nin x N/n k kxn N/n (a) By considering a particular crossbar in the first stage, explain why the above multi-stage switch configuration will be blocking if k < n. (b) More generally, by considering a particular pair of crossbars in the first and third stages, argue that the above switch configuration is non-blocking if k = 2n - 1. (c) Find the total number of crosspoints among all the crossbar switches in the three stages of the above switch as a function of N, n and k. (d) For the non-blocking configuration (i.e., k = 2n - 1), the total number of crosspoints depends only on parameter n, as given by a function c(n). Find the minimum number of crosspoints and the corresponding value of n yielding this minimum. Explicitly show that this value of n corresponds to a minimum point of the curve C(n). (For simplicity, assume that n is large and that n is a continuous variable instead of an integer.) (e) For N = 1024, find the minimum of C(n) and compare this value to the number of crosspoints in a single-stage N x N switch.

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steven p.