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antonia madden

antonia m.

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Csikszentmihalyi’s notion of flow asserts that: a. some tasks lend themselves more to the experience of flow than others b. the key to experiencing flow is optimal challenge, regardless of the activity c. flow inevitably occurs when challenge and skill level are equally balanced d. all of the above

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Paying a person a lower wage or excluding a person from an occupation on the basis of an irrelevant characteristic such as race or gender is economic discrimination. violates federal comparable worth laws. creates differences in wages that economists call "compensating differentials." can be explained by negative feedback loops.

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Suppose a disk with area A is placed in a uniform electric field of magnitude E. The disk is oriented so that the vector normal to its surface, hat(n), makes an angle θ with the electric field, as shown in the figure. (Figure 1) Express your answer in terms of E, A, and θ. What is the electric flux through the surface of the disk that is facing right (the normal vector to this surface is shown in the figure)? Assume that the presence of the disk does not interfere with the electric field. Express your answer in terms of E, A, and θ.

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1. You will start your project by finding some data to model. (a) Decide what you are going to model. Below are some suggestions. Write your topic here. i. Look up the box office gross by week for your favorite movie. ii. Look up stats for a sport. Plot their team wins against some other stat (points, rebounds, interceptions, ERA, etc) iii. Look up the population or GDP of another country by year. iv. Look up COVID data for another state or country. v. Look up the stock price of a company you like by week. vi. Choose something else interesting to you. (b) Give a link to the source of your data here (c) You will now create a model using the data you found in question #1. (d) You will now use your model to make some predictions. (a) Use your model to make an interpolation. (b) Write a sentence interpreting your answer for part a in context. (c) Use your model to make an extrapolation. (d) Write a sentence interpreting your answer for part c in context (e) Write at least three sentences describing how well your model matches the data (or doesn’t). You can consider R2 values, visual inspection of the scatterplot, discussion of what features the data and your model share and whatever other relevant information you have.

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Use the two way table to answer the probability questions below. Write your answer as a decimal rounded to 2 places (if necessary) Warning: your answer will be marked incorrect if you write it as a fraction!! Gender Male Female Total Party Bowling 6 2 8 Type Skating 3 11 14 Dancing 1 3 4 Total 10 16 26 i. Probability of randomly selecting a Female whose preferred party type is Dancing. ii. Probability of randomly selecting a Male whose preferred party type is not Dancing. iii. P (male OR bowling) = iv. P (female AND skating) =. v. Probability of randomly selecting a Male given that the preferred party type is Skating. vi. Probability of randomly selecting someone who chose Bowling as their party type given that it was a Female.

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Problem 1. Consider a rectified sine wave signal x(t) defined by x(t)=|sin(\gamma t)|. a) Sketch x(t) and find the fundamental period. What is the fundamental frequency in Hz? b) Compute the Fourier series of x(t). c) Sketch the Fourier spectrum of the signal, clearly indicating and highlighting the Fourier components of the fundamental frequency, and the three dominant harmonics. d) Assume now that x(t) is applied as input to the active filter below. Compute the corresponding output signal y(t). e) Assume now that x(t) is applied as input to the passive filter below. Compute the corresponding output signal z(t). f) Compute the 3dB frequencies of the filters below, and indicate (approximately) which harmonic frequency components in x(t) they are effective in removing.

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1-2 Pana and Joma are partners in PJ's partnership, having capital balances of $120,000 and $40,000, respectively, and share income in a ratio of 3:1. Gamel is to be admitted into the partnership with a 20 percent interest in the business. Required: For each of the following independent situations, first record Gamel's admission into the partnership and then specify and briefly explain why the accounting method used in that situation is GAAP or non-GAAP. a. Gamel invests $50,000, and goodwill is to be recorded. b. Gamel invests $50,000. Total capital is to be $210,000; the partners use the bonus method. c. Gamel purchases the 20 percent interest by directly paying Pana $50,000. Gamel is assigned 20 percent interest in the partnership solely from Pana's capital account. d. Gamel invests $35,000. Total capital is to be $195,000; the partners use the bonus method. e. Gamel invests $35,000, and goodwill is to be recorded. f. Gamel invests $35,000. During the valuation process made as part of admitting the new partner, the partnership's inventory is determined to be overvalued by $20,000 because of obsolescence. PJ's partnership uses the lower-of-cost-or-market value method for inventories.

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ABC Company has three projects to choose from. The Finance Manager and the Operations Manager are discussing, but they are unable to come to a proper decision. They have decided to meet with a consultant to get proper advice. As a consultant, what advice would you give? The cash flows for each project are as follows. All amounts are in lakhs of Rupees. Project 1: Duration: 5 Years Beginning cash outflow: Rs. 100 Cash inflows (at the end of each year): Year 1 – Rs. 30; Year 2 – Rs. 30; Year 3 – Rs. 30; Year 4 – Rs. 10; Year 5 – Rs. 10 Project 2: Duration: 5 Years Beginning cash outflow: Rs. 3763 Cash inflows (at the end of each year): Year 1 – Rs. 200; Year 2 – Rs. 600; Year 3 – Rs. 1000; Year 4 – Rs. 1000; Year 5 – Rs. 2000 Project 3: Duration: 15 Years Beginning cash outflow: Rs. 100 Cash inflows (at the end of each year): Years 1 to 10 – Rs. 20 (for 10 continuous years) Years 11 to 15 – Rs. 10 (for the next 5 years) Question: If the cost of capital is 8%, which of the 3 projects should ABC Company accept?

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A rectangular pen is to be built and divided into four rectangular sections by three parallel interior fences. The pen must enclose an area of 250 sq. ft. What are the dimensions that will produce such a pen with the least amount of total fencing. What are we being asked to do in this problem? Maximize the area of the pen. Minimize the total perimeter (fencing) of the pen. Maximize the total perimeter (fencing) of the pen. Make sure the total perimeter (fencing) is equal to the area. Minimize the area of the pen.

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What's More... A. Determine whether the distribution represents a probability distribution. Write your answers in the answer sheet provided. 1. X 1 3 4 7 P(X) 2/7 1/7 3/7 1/7

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