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maria smith

maria s.

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What specific behavior does Ophiocordyceps unilateralis induce in ants? Group of answer choices Climb to a high vantage point and bite a leaf Build nests on the ground Attack other ants Avoid fungal spores

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The smoke that is released from smokestacks of industrial plants, factories, and power plants contains substances that lead to O dead zones. O eutrophication. O smog. O raw sewage.

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To take advantage of a downward-sloping experience curve, a company must do all of the following EXCEPT ________. Group of answer choices price its product lower be able to sell the higher volume of product decrease its costs through experience gained increase its production output increase the product's price

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what type of muscle is in the wall of most digestive tract organs?

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eBook ? Problem Walk-Through Susan and Stan Britton are a married couple who file a joint income tax return, where the tax rates are based on the tax table 3.5. Assume that their taxable income this year was $380,000. Do not round intermediate calculation. a. What is their federal tax liability? Round your answer to the nearest dollar. $ b. What is their marginal tax rate? Round your answer to be nearest whole number. % c. What is their average tax rate? Round your answer to two decimal places. %

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Suppose that the long-run price elasticity of demand for gasoline is - 0.40. Assume that the price of gasoline is currently $4.00 per gallon, the quantity of gasoline is 140 billion gallons per year, and the federal government decides to increase the excise tax on gasoline by $1.00 per gallon. Suppose that in the long run the price of gasoline increases by $0.70 per gallon after the $1.00 excise tax is imposed. 2 tries left a. Using the midpoint formula, after the tax is imposed, the new quantity of gasoline demanded is 132.50 billion gallons per year. (Enter your response rounded to two decimal places.) That's incorrect. New quantity demanded can be obtained by using the mid-point formula for the price elasticity of demand. Price elasticity of demand = $\frac{Q_2 - Q_1}{\frac{Q_1 + Q_2}{2}} \div \frac{P_2 - P_1}{\frac{P_1 + P_2}{2}}$ New quantity $Q_2$ can be calculated by substituting in the above formula values for elasticity of demand, initial quantity $Q_1$, initial price $P_1$, and the new price $P_2$ which is found by adding the amount of price increase to the initial price.

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(b) Let \(\vec{A} = \hat{i} + \hat{j} + \hat{k}\), \(\vec{B} = \hat{i} + \hat{j} + 2\hat{k}\), and \(\vec{C} = 2\hat{i} + \hat{j} + \hat{k}\). Calculate the scalar projection \(C_{AB}\) of \(\vec{C}\) onto the plane of \(\vec{A}\) and \(\vec{B}\). (Hint: \(C^2 = C_n^2 + C_{AB}^2\) (10 points)

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Silicon is also used in the manufacture of optical fibers, silane (SiH4) is also deposited by CVD as in the first problem, but this time the conditions are 298K and 1 atm. In this problem assume that the fibers have a porosity of 0.565, tortuosity of 4.3, and a pore diameter of 16 angstroms. (a) Calculate the Knudsen number for diffusion inside these pores. (b) Calculate the effective diffusivity of silane under these conditions.

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Write a function `concat` which takes as input a list of strings L and returns the list obtained by concatenating the strings in L (in their natural order. For example, a call `concat(['hi', '', 'there'])` should return the string `'hi there'`. If L is an empty list, then the call `concat(L)` should return an empty string. Hint: All problems from this assignment can be solved by a suitable use of the accumulator pattern (see Video 14). In []: def concat(L): In []: assert concat(['hi','', 'there']) == 'hi there' In []: assert concat([]) ==

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QUESTION 6 Markup languages allow us to annotate documents to identify their elements, and we can exploit these annotations in pattern-matching code to efficiently extract specific elements from such documents. The exercises and assessment items in this unit have often required matching patterns in this way. An HTML document is available at this link: abbreviations.html. You should download this document as a local file to your computer and examine its source code, either using your web browser's "developer" options or a plain text editor such as Notepad or TextEdit. Your task is to develop a regular expression which matches specific elements in this document's source code. Assume that the contents of this file have been assigned to a Python string-valued variable called web_document either by copying the source code text into the Python program as a character string or by reading it from the file, e.g., web_document = open(filename).read() Now consider the following call to the findall function from Python's re module. findall(regex, web_document) Write a Python string to replace the placeholder regex above so that this function call returns the following list of matches from the web document, and no others. The elements of interest are text in list items that is underlined. ['ASCII', 'HTML'] Each matching element returned must contain all the text as shown above but must not contain any additional characters at either end. Your solution must not be hardwired to return these specific results from the sample web document only, but must work for any elements matching the description above in any similarly-formatted HTML document. Enter your regular expression in the text box below.

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