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david fisher

david f.

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Perform a test to determine if $\int_{\pi/9}^{\infty} \frac{7 + \cos(9x)}{x^3} dx$ converges. $\int_{\pi/9}^{\infty} \frac{8}{x^3} dx = \square$ (Type an exact answer, using $\pi$ as needed.)

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I gave upvote answer instantly…& genuinely 431. Discuss the role of coordinate transformation in the design of smart grid energy management control.

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A monopoly firm's demand curve Group of answer choices is the same as the market demand curve. is perfectly inelastic. is more inelastic than the demand curve for the product. is inelastic at high prices and elastic at lower prices.

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Match each statement on the left with its equivalent statement on the right. Be sure you know how to use truth tables or the summary of logical equivalence to justify your answers. 1. $\neg P \lor \neg Q$ 2. $\neg P \lor Q$ 3. $P \land \neg Q$ 4. $P \lor \neg P$ 5. $\neg P \leftrightarrow \neg Q$ 6. $(P \lor Q) \land (\neg P \lor \neg Q)$ 7. $P \implies \neg P$ A. $\neg (P \implies Q)$ B. $P \leftrightarrow Q$ C. $P \implies (P \lor \neg Q)$ D. $P \implies Q$ E. $P \leftrightarrow \neg Q$ F. $\neg P$ G. $\neg (P \land Q)$

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In a study conducted by Teglas and colleagues (2007), a variant of the Violation of Expectation Paradigm was used to test 12.5-month-olds' intuitions of future outcomes in the absence of experiencing past outcomes. Those intuitions are thought to depend on probabilistic reasoning. To study this, three identical objects as well as a fourth object differing in both shape and color were put into a container with an open pipe at its container. What were the results of the study? A. When no barrier was used, infants were surprised to see that the single, different object was the one exiting. B. When no barrier was used, infants did not form any expectations. C. When the barrier was used and the three identical objects could not reach the open pipe, infants did not form any expectations. D. A&C E. B&C

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[Python] Elastiman Roberto is a very famous game designer in the region where he lives for having released some successful games, but he never really established a company. Two weeks ago, Roberto came to you with his newest revolutionary game idea, Elastiman! Not knowing who to call to help him develop, he turned to the nearest programmer, who happened to be you. Your job in the first version of the game is to develop the part of the engine that deals with gravity. Input: The first line of the entry contains an integer N. The next N lines will contain an N x N matrix, describing the current scenario: each '.' corresponds to an empty space; each 'x' corresponds to a fixed block, which is not subject to gravity; each 'o' corresponds to a movable block, which is subject to gravity. Output: Your program should print the screen after a cycle loop of the game, after the execution of gravity. To simplify your life, consider gravity a force that only pulls one space down per loop, not a physical force at all. Note that moving blocks cannot pass through fixed blocks. For example: Input Result 3 ? XXX XXX 3 0. .0. XXX XXX

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• Using the necessary free body diagrams, find the moment about the points C and D 6 kN/m 10 kN A C D B -1.5 m-1.5 m-1.5 m-1.5 m

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A benchmark index has three stocks priced at $23, $43, and $56. The number of outstanding shares for each is 350,000 shares, 405,000 shares, and 553,000 shares, respectively and the price weighted index is 960 today. When the prices change to $23, $41, and $60.5 tomorrow, then what is the new index value tomorrow? 975 960 985 970 980

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You farm bananas and consider purchasing a parcel of land that you expect (after incurring all costs) to produce $5,000 in profits (real adjusted for inflation terms) each year into perpetuity ($5,000 each year forever). The interest rate is 5 percent. a. What is the present value of the land to you (i.e., PV of the stream of profits)? b. Suppose you purchased the land for the amount calculated in part a. Right after finalizing the purchase, the government imposes a tax on the land that reduces its profitability to $4,500 annually. What is the land worth now? Can you sell the land and escape paying the present and future tax? (Assume that producing bananas is the highest market use of the land.)

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How does culture affect our consumption and ethical decisions and responsibilities?

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