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For the reaction $H_2S(g) + 2H_2O(l) \rightarrow 3H_2 (g) + SO_2 (g)$ $\Delta H^\circ = 295.4 \text{ kJ and } \Delta S^\circ = 294.7 \text{ J/K}$ The standard free energy change for the reaction of 2.07 moles of $H_2S(g)$ at 276 K, 1 atm would be \_\_\_\_\_\_ kJ. This reaction is \_\_\_\_\_\_ favored under standard conditions at 276 K. Assume that $\Delta H^\circ$ and $\Delta S^\circ$ are independent of temperature.

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40 small, isolated daisy populations in Texas start out with identical allele frequencies, with a frequency of the "B" allele (at a bi-allelic locus) of p=0.3. How many of these populations over time will be fixed for the "b" allele at equilibrium? 12 28 7 3

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How does present value (PV) differ from net present value (NPV)? Multiple choice question. The net present value determines the value of a project before subtracting the initial investment. The initial investment is subtracted before calculating the present value. The present value of a project is determined before the initial investment is subtracted.

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Any disease thay develops slowly usually less severe symptoms and is continual or reoccurent

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11. [4.76/4.76 Points] DETAILS SCALC9 2.3.019. Differentiate the function after first rewriting the function in a G(q) = (8 + q^{-1})^2 \frac{16}{q^2} - \frac{2}{3} G'(q) = Need Help? Read It View Previous

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Dorothy is the new controller for Sandhill, a coffee bean roaster, and she has decided to introduce some changes that she believes will assist management in making more informed cost decisions. At her previous job, Dorothy implemented activity-based costing, and the management was thrilled to be able to better allocate the company's manufacturing overhead (MOH) costs to its products. Dorothy is optimistic that Sandhill will benefit in the same manner and has identified the following key activities: Machining $52000 (8000 machine hours) Cleaning/Maintenance $36623 (6910 cleaning/maintenance hours) Roaster supervisor wages $84100 (16820 supervisor hours) Dorothy anticipates that Sandhill will roast 12420 pounds of light beans and 19010 pounds of dark beans. The light beans will use the following: Machining, 3200 machine hours; Cleaning/Maintenance, 2990 cleaning/maintenance hours; and 7120 Roaster Supervisor Hours. The dark beans will use the following: Machining, 4810 machine hours; Cleaning/Maintenance, 3920 cleaning/maintenance hours, and 9790 Roaster Supervisor Hours. What is the total amount of MOH costs that will be allocated to the light beans based upon ABC? (Do not round intermediate calculations.) Ο $68864.90 ○ $182487.00 Ο $72247.00 Ο $75635.07

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What is the importance of the cognitive label in the two-factor theory of emotion? a. Labeling your cognitive arousal helps trigger the appropriate stimulus. b. Labeling the source of the stimulus helps you to experience the emotion relevant to the experience. c. Labeling your emotion also helps you label your cognitive arousal. d. Labeling the arousal prompts an emotion that is relevant to the label at that moment.

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Chemical Reactions Solving moles-to-moles limiting reactant problems Solid aluminum (Al) and oxygen ($O_2$) gas react to form solid aluminum oxide ($Al_2O_3$). Suppose you have 1.0 mol of Al and 5.0 mol of $O_2$ in a reactor. Calculate the largest amount of $Al_2O_3$ that could be produced. Round your answer to the nearest 0.1 mol.

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Computational Questions In you answers, clearly explain what you have done. Do not copy-paste your code C1)Cooling of a can Consider again the cooling process of the aluminum can in PP1 a Write a simple code that solves the temperature of the can with respect to time using Newton's law of cooling and explicit Euler method. Give a brief explanation of what you did. b Run the code using a heat transfer coefficient of h = 10 W/mK. Return a plot comparing the numerical solution to the analytical solution c Find the value of the heat transfer coefficient that gives cooling time of 2 hours C2)1d conduction Consider a copper wire,the length of which is 2.5 cm. The heat equation in 1d is: OT T =ax2 (1) The wire is initially at a temperature of 300 K and is heated from one end.a=1.1110-4 m2/s. (a Write a code to solve the problem numerically with constant temperature boundary condi- tions. Give a brief explanation of what you did (b Run the code with fixed Tbase = 310 K and Ttip= 300 K. Return a plot where you show evolution of the temperature from 3 different times in addition to the steady state,analytic temperature profile(when t-oo. (c Explain how the situation would change with different boundary condition types. Consider insulated tip and constant heat flux at the base

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You are designing a new pull-up bar with two separate mounts for the left and right hand. The force of the user's body weight through the right hand mount is approximated as shown below. The proposed material of the steel bar is steel. Use Castigliano's theorem to determine the deflection of point B in the direction of the force F. The angle $\theta$ is 14°.

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