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jill sims

jill s.

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Corundum Al$_2$O$_3$ is the most common naturally occurring crystalline form of aluminum oxide. Reaction of the substance with CO produces aluminum metal: \( \alpha Al_2O_3(s) + \beta CO(g) \rightarrow \gamma Al(s) + \delta CO_2(g) \).

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Which of the following is true about the relationship between religion and spirituality? Religion is man-made while spirituality is inherent to human nature. Religion and spirituality have always been distinct. Seeing religion and spirituality as distinct is linked to religious freedom. Spirituality is often explored in religious contexts

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Table activity 2: Data Entry and Organization Download "Lab notebook page with data.pdf" which simulates a laboratory notebook page with the data for you to enter into your spreadsheet. Use Microsoft Excel (provided by the university) to enter the data into columns with accurate column headers (an example is provided below). Look at the data and see if there are any apparent patterns. Answer the questions below. Make a Table which uses the formulas in excel to calculate some summary statistics about the data (see mini-lecture if you don't know how to do this already). Questions to address (it is helpful if you make your answers a different color or font than the question): Look at the data and see if there are any apparent patterns. What is your initial impression based on just observing the values? What are the ranges for the count of colonies of each category of room? How do bathrooms and classrooms appear to compare in the number of colonies cultured from swabbing each? What kind of variable is "type of room"? Review from earlier in the semester the variable types if needed (e.g. categorical, numeric, etc.) What kind of variable is "number of colonies"? Review from earlier in the semester the variable types if needed (e.g. categorical, numeric, etc.) Student Lab notebook: Bathroom vs Classroom Colony Counts, June 1, 2021. Count of bacterial colonies per plate streaked from each room. Rooms were selected at random and swabbed over different surfaces. Swab was rubbed on LB agarose plate and cultures were allowed to grow at 37°C overnight. Plate was observed at low magnification under a dissecting scope and each colony was counted. Classrooms: Plate number Plate C1 Plate C2 Plate C3 Plate C4 Plate C5 Plate C6 Plate C7 Plate C8 Plate C9 Plate C10 Plate C11 Plate C12 Plate C13 Plate C14 Plate C15 Plate C16 Plate C17 Plate C18 Plate C19 Plate C20 Plate C21 Plate C22 Plate C23 Plate C24 Plate C25 Plate C26 Plate C27 Plate C28 Colony Number 87 90 108 110 69 79 66 112 67 103 88 96 62 61 65 114 80 Student Lab notebook: Bathroom vs Classroom Colony Counts, June 1, 2021. Plate B38 Plate B39 Plate B40 Plate B41 Plate B42 Colony Number 104 114 94 99 84 97 66 117 96 72 68 91 50 38 15 6 36 28 Plate number Plate C29 Plate C30 Plate C31 Plate C32 Plate C33 Plate C34 Plate C35 Plate C36 Plate C37 Plate C38 Plate C39 Plate C40 Plate C41 Plate C42 Plate C43 Plate C44 Plate C45 Plate C46 Plate C47 Plate C48 Plate C49 Plate C50 Bathrooms: Number of Treatment 1 Colonies Plate B1 16 Plate B2 Plate B3 68 Plate B4 28 Plate B5 26 Plate B6 Plate B7 23 Plate B8 51 Plate B9 20 Plate B10 67 Plate B11 59 Plate B12 50 Plate B13 1 Plate B14 75 Plate B15 74 Plate B16 66 Plate B17 36 Plate B18 14 Plate B19 32 Plate B20 49 Plate B21 13 Plate B22 61 Plate B23 77 Plate B24 37 Plate B25 38 Plate B26 6 Plate B27 11 Plate B28 17 Plate B29 31 Plate B30 64 Plate B31 14 Plate B32 42 Plate B33 29 Plate B34 22 Plate B35 67 Plate B36 62 Plate B37 16 Plate B44 Plate B45 Plate B46 Plate B47 Plate B48 Plate B49 Plate B50 60 25 24 47 69 110 307 82 117 70 97 81 119 109 76 302 67 105 201 87

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D Serotonin FE None of the above 25.All of the following are true for ADH, except? A. Acts on distal tubule and increase permeability B. Increased secretion when plasma osmolality is low C. Neurosecretion D. Post-operative increase in secretion E. None of the above

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2. Emma’s Junkers has a monopoly on used vehicles in Willimantic, CT. She has installed secret microphones around the showroom, resulting in her friendly salesperson employees being able to learn each customer’s exact willingness to pay. This allows her to practice first-degree price discrimination. The inverse demand function for vehicles in Willimantic is p = 6000 − 4Q. Emma purchases her stock of vehicles at an auction in Hartford for $1200 each. a. How many cars will Emma sell, and what will her total profits be? b. Willimantic City Council decides to care and so passes legislation requiring Emma to sell each car at a uniform price (Emma chooses the price). How many vehicles will she sell, what is the price, and what are her profits? c. Considering total surplus, is the town made better or worse off by Willimantic City Council’s action?

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(4m^2 - 5n^2)(m^2 - 5n^2) =

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y = (x + 1) / (x - 8) find an equation of the tangent line to the curve at the point (7, -8)

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Graph the following function using the techniques of shifting, compressing, stretching, and/or reflecting. \begin{equation*} Start with the graph of the basic function $y = x^2$ and show all stages. Be sure to identify at least three key points. Find the domain and the range of the function. \end{equation*} $f(x) = 2(x+3)^2 - 3$ Points that lie on the graph of $y = x^2$ (Simplify your answers.) $(-2, \boxed{}) (0, \boxed{}) (2, \boxed{})$Corresponding points that lie on the graph of $f(x) = 2(x+3)^2 - 3$ (Type ordered pairs. Simplify your answer.)

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6. Networks: Work the following network problems, given the graph below. 3 2 1 A B C E 6 2 3 F D 4 4 (a) Use Dijkstra's Algorithm to find the shortest paths from vertex A to all other vertices of the graph given below, shown by completing the table. Shortest Previous Vertex Path Vertex Length A 0 -- B C D E F (b) Color the edges of a minimal spanning tree. Would you expect this MST contain all the shortest paths you found from applying Dijkstra's Algorithm? Why or why not?

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About 13% of the U.S population is left-handed. Assume seven people are chosen at random from the U.S. population. (A) What is the probability that exactly two are left-handed. (B) What is the probability that at least one is left-handed. (C) What is the probability that at most one is left-handed. (D) Determine the expected number of Americans who are left-handed. Determine the variance of the number of Americans who are left-handed.

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