Numerade

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When auditing an entity's reported amount for property, plant, and equipment, which assertion will be supported with evidence obtained by an auditor performing a recalculation of depreciation expense? A. Existence. B. Presentation and disclosure. C. Valuation and allocation. D. Rights and obligations.

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Northern Gas wants to move its sales order system online. Under the proposed system, gas stations and other merchants will use a secure site to check the availability and current price of various products and place an order. Currently, customer service representatives take dealers' orders over the phone; they record the information on a paper form, then manually enter it into the firm's computer system. Requirement Use a cost-benefit analysis to recommend to Bardeen whether the company should proceed with the online ordering system. Give your reasons, showing supporting calculations. (Use parentheses or a minus sign when entering a net cost.) Expected benefits Expected costs Net benefits (costs) Additional Information CFO Karen Bardeen believes that dealers will not adopt the new online system unless Northern Gas provides financial assistance to help them purchase or upgrade their computer systems. Bardeen estimates this one-time cost at \$740,000. Northern Gas will also have to invest \$175,000 in upgrading its own computer hardware. The cost of the software and the consulting fee for installing the system will be \$235,000. The online system will enable Northern Gas to eliminate 25 clerical positions. Bardeen estimates that the benefits of the new system's lower labor costs will have saved the company \$1,370,000.

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Weight-lifting and chin-ups most strengthen which of the following muscles? Extensor digitorum Temporalis Latissimus dorsi Abdominis rectus

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Even though it looks, to your eye, as if a Frisbee being thrown toward you is getting larger, you know that it is not actually growing larger because of:

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Solve the LP problem. If no optimal solution exists, indicate whether the feasible region is empty or the objective function is unbounded. HINT (See Example 11 (Enter Enter UNBOUNDED if the function is unbounded.) Minimize $c = x + y$ subject to $x + 4y \ge 5$ $4x + y \ge 5$ $x \ge 0, y \ge 0$. $(x,y) = ($

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A student earned the following grades during the semester. Category Grades Homework 37, 52, 38, 0, 83, 100, 45, 65, 48, 55 Quiz 82, 86, 72, 53, 0, 68, 43, 100, 66, 42 Excel Project 74 Finance Project 78 Tests 79, 57 Category Weight Homework 20% Quizzes 20% Excel Project 10.00% Finance Proje 15.00% Test 1 11.67% Test 2 11.67% Test 3 11.66% What is the lowest grade he could earn on Test 3 and still earn a C (70) for the course? The lowest homework and lowest quiz grade are dropped in this course. (0,0) Algebraically calculate the grade needed for test 3 in order to earn a C(70), showing ALL work below. Round your final answer to the nearest tenth.

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Sedgwick Inc. is considering Plan 1 which is estimated to have sales of $40,000 and costs of $15,500. The company currently has sales of $37,000 and costs of $14,000. Compare plans using incremental analysis. If Plan 1 is selected, there would be incremental decreaseincrease in profit by $

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R1 4 ? R2 3 ? R3 12 ? E1 12 V E2 15 V Figure 1

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Suppose the random variable Y has a mean of 83 and a variance of 25. Let $Z = \frac{1}{\sqrt{25}}(Y - 83)$. \newline Show that $\mu_Z = 0$. \newline Show that $\sigma_Z^2 = 1$. \newline $\mu_Z = E[0.2(Y - 83)] \newline = 0.2[\mu_Y - 83] = 0$ \newline (Round your responses to two decimal places) \newline $\sigma_Z^2 = var[\Box(Y-\Box)] \newline = \Box \sigma_Y^2 = 1$ \newline (Round your responses to two decimal places)

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Question#2 Write a function identical that receives 3 arguments; 2 1-D arrays a and b, and n representing the number of values in both a and b. The function will return 1 if a and b are identical, 0 otherwise. Notes: a. Arrays a and b are identical (????? ?????????? ????????) if a[i] equals b[i] for all values of i from 0 to n-1. b. No main function.

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juan francisco c.