Numerade

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Explain the role of Victim Impact Statements. Do they unfairly persuade the judge or jury, or are they an important aspect in bringing the defendant to justice. Why?

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Question 6 Which of these plant adaptation is used for protection and water retention, but can limit gas exchange? Cuticle Rhizoids Embryos Stomata

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Where does synthesis of viral DNA and RNA occur in animal cells that are undergoing viral infection?

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The Phillips curve for an economy can be used to show the empirical trade off between... Question 2Answer a. inflation and unemployment b. inflation and economic growth c. inflation and spending d. inflation and the money supply growth

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Examine the optical micrographs of all 8 etched specimens collected from the Lab (both steels and each heat-treating condition). Do a rough sketch of each microstructure that clearly labels ALL the phases, constituents or defects that are visibly present. You may have to use your hardness values, CCT diagrams and literature to assist you in making the determination of the present phases. For many applications, water quenched steels are not used without a further heat treatment. Briefly explain why and what the main purpose of a further heat treatment would be. Explain the difference in microstructure between the different cooling rates and the two steels - use reference to continuous cooling transformation curves in your answer. Assume that the oil quench cooling rate is between 50-100deg (C)/(sec) and that the water quench rate is ∼300deg (C)/(sec); You can use the pyrometer vs time data for your air quench rate. Identify and briefly explain what you consider to be the most critical mechanical material properties for crowbar. Assuming the material to be used is steel with 0.45 wt. % carbon, suggest and justify an optimal microstructure that would provide what you consider to be the best combination of properties for a crowbar. Note - the answer might not be one of the heat treatments or conditions that were used in the studio. Identify two different metal manufacturing processes that could reasonably be used to the make the crowbar, explaining how your optimal microstructure would be achieved in that process. Explain your answer and use any literature required to justify it. 3. Examine the optical micrographs of all 8 etched specimens collected from the Lab (both steels and each heat-treating condition). Do a rough sketch of each microstructure that clearly labels ALL the phases, constituents or defects that are visibly present. You may have to use your hardness values, CCT diagrams and literature to assist you in making the determination of the present phases. For many applications, water quenched steels are not used without a further heat treatment. Briefly explain why and what the main purpose of a further heat treatment would be. 5. Explain the difference in microstructure between the different cooling rates and the two steels - use reference to continuous cooling transformation curves in your answer. Assume that the oil quench cooling rate is between 50 100 C/sec and that the water quench rate is ~ 300 C/sec; You can use the pyrometer vs time data for your air quench rate Time (minutes) 0 0.30 (30 seconds) 1.0 2 2.30 3 6 7 8 6 Pyrometer temp (C) 950 720 607 390 330 270 140 120 110 100 6. Identify and briefly explain what you consider to be the most critical mechanical material properties for crowbar. Assuming the material to be used is steel with 0.45 wt.% carbon, suggest and justify an optimal microstructure that would provide what you consider to be the best combination of properties for a crowbar. Note - the answer might not be one of the heat treatments or conditions that were used in the studio. Identify two different metal manufacturing processes that could reasonably be used to the make the crowbar, explaining how your optimal microstructure would justify it. Crow Bar

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Consider how Cole Valley Brook Park Lodge could use capital budgeting to decide whether the \$13,000,000 Brook Park Lodge expansion would be a good investment. Assume Cole Valley's managers developed the following estimates concerning the expansion: (Click the icon to view the estimates.) to be \$2,741,760. Assume that Cole Valley uses the straight-line depreciation method and expects the lodge expansion to have a residual value of \$1,000,000 at the end of its twelve-year life. The average annual net cash inflow from the expansion is expect Compute the payback for the expansion project. Round to one decimal place. Data table Number of additional skiers per day 119 skiers Average number of days per year that weather conditions allow skiing at Cole Valley 144 days Useful life of expansion (in years) 12 years Average cash spent by each skier per day $\hspace{0.2cm}240$ Average variable cost of serving each skier per day $\hspace{0.2cm}80$ Cost of expansion $\hspace{0.2cm}13,000,000$ Discount rate 10%

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15. Does the series $1 - \frac{1}{4} + \frac{1}{16} - \frac{1}{9} + \frac{1}{25} - \frac{1}{49} + \cdots$ converge? 16. Let $(a_n)$ be a sequence of positive terms. Show that if $\sum_{n=1}^{\infty} \frac{a_n}{1+a_n}$ converges, then $\sum_{n=1}^{\infty} a_n$ converges. 17. Let $(a_n)$ be a sequence of positive non-increasing terms. Show that if $\sum_{n=1}^{\infty} a_n$ converges, then the sequence $(na_n)$ converges to 0.

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Consider the steel market of a small economy. Suppose the inverse demand curve is P = 100 - 2QD and the inverse supply curve is P = 0.5Qs + 25. Suppose the world price is $30/unit. If the economy opens to free trade from autarky, what would be the efficiency gain? (Round your final answer to two decimal places if necessary)

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Question 2. A 55 years old man worker is throwing coal into the furnace. The energy need for this work is 10.2 kcal/min., and the estimated working time length is 1 hour and 45 minutes. Please compute the duration of rest break must be given for this worker (BM$_{man}$=1.7 kcal/dak., BM$_{woman}$=1.4 kcal/dak., S$_{man}$=5 kcal/dak., S$_{woman}$=4 kcal/dak.). \begin{equation*} DS = \begin{cases} 0 & K < S\\\ \frac{\left[\frac{K}{S} - 1\right] \times 100 + \frac{T(K - S)}{(K - BM)}}{2} & S \le K < 2S\\\ \frac{T(K - S)}{(K - BM)} \times 1.11 & K \ge 2S \end{cases} \end{equation*}

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If a muscle is fit, what substance will it draw more of from the blood? Oxygen O nitrogen carbon dioxide O glucose A If a muscle is fit, what substance will it draw more of from the blood? Oxygen O nitrogen O carbon dioxide O glucose

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