Numerade

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you are given a parallel plate capacitor with a separation d between the plates with a plate area of A. the bottom and top plates are uniformly charged with a net charge of +q and -q, respectively. assume the infinite parallel capacitor model. find the electric field D (electric field displacement) inside the capacitor for two cases: (a) without and (b) with filling the capacitor with a dielectric material of a dielectric constant

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1. Explain what is an audit (in the context of financial accounting)?

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Question 2 (20pts). An oscillatory pendulum is given by the figure below. It includes a mass m attached to a massless spring of spring constant k and of relaxed length $l_0$. (a) Express the Lagrangian of the system. (b) Find the equations of motion and solve them for small oscillations that is: $\sin\theta \approx \theta$ Note: You may take the gravitational potential energy zero at the bottom.

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1. You deposit $ \$ 5,000 $ in a savings account that earns $ 8 \% $ simple interest per year. What is the minimum number of years you must wait to double your balance? 2. You want to set aside a lump sum amount today in a savings account that earns $ 7 \% $ annual interest to meet a future expense in the amount of $ \$ 10,000 $ to be incurred in 6 years. How much do you need to deposit today? 3. If you deposit $ \$ 100 $ now $ (n=0) $ and $ \$ 200 $ two years from now $ (n=2) $ in a savings account that pays $ 10 \% $ interest, how much would you have at the end of year 10 ? 4. Consider the following sequence of deposits and withdrawals over a period of 4 years. If you earn a $ 10 \% $ interest, what would be the balance at the end of 4 years? 5. Given: $ i=10 \% $, Find: $ C $ that makes the two cash flow streams to be indifferent.

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ses. Unless you need to edit, it's safer to stay in Protected View. Enable Editing 1. If the following characteristics are observed when examining a balance sheet, identify which type or types of company (manufacturing, retail, or service). Characteristic Type of Company a The company has no accounts receivable b The company has no inventory C Plant, property and equipment are 75% of total assets d Work in process is 28% of current assets e Plant, property and equipment are 10% of total assets f The only current asset is cash g The company has a large bank loan debt h The company has raw materials inventory i Finished goods inventory is 85% of current assets j Current assets are 80% of total assets Questions 2 through 6 refer to the current assets section of the balance sheets presented below. 2. What type of business is company A - retail, manufacturing, or service? COMPANY A Current Assets Cash $58,444 Accounts Receivable $8,991 Inventory $382,131 Total Current Assets $449,566 3. What type of business is company B - retail, manufacturing, or service? COMPANY B Current Assets Cash $297,500 Accounts Receivable $552,500 Total Current Assets $850,000

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No. of Hours per Week Select the equation for the linear model shown.

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Q2. Find the function $f(t)$ if the Laplace transform equals $F(s) = \frac{e^{-as}}{s(s-2)}$

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Question 3 (1 point) The property of society getting the most it can from its scarce resources is called efficacy. equity. efficiency. equality.

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Inventories January 1 January 31 Materials $310,000 $276,600 Work in process 215,200 238,400 Finshed goods 162,800 190,100 January 31 Direct labor $565,000 Materials purchased during January 604,800 Factory overhead incurred during January: Indirect labor 60,440 Machinery depreciation 35,000 Heat, light, and power 13,600 Supplies 8,540 Property taxes 8,860 Miscellaneous costs 16,400 Required: a. Prepare a cost of goods manufactured statement for January. Be sure to complete the statement heading. Refer to the Labels and Amount Descriptions list provided for the exact wording of the answer choices for text entries. "Less" or "Plus" will automatically appear if it is required. Enter all amounts as positive numbers. b. Determine the cost of goods sold for January.

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A long bar in the shape of a pyramid with length L and base edge a is standing vertically on the floor under the action of its own weight (see figure). The weight of the cone is W and the modulus of elasticity of the material is E. Derive the decrease in the length of the bar due to its own weight in terms of W, L, a, and E.

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jeffrey h.