Numerade

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1.1 Illustrate the following with supply and demand curves: a. In June 2015, a Chinese gaming company won a charity auction for lunch with Warren Buffett on a Friday night with a bid of $ \$ 2,345,678 $. b. In August 2015, the Global Dairy Trade (GDT) Price Index was 514, down from 880 a year before. This was due primarily to the fact that supply had increased during the period. c. During the past decade, the global demand for solar power continued to rise, and its contribution to total electricity generation grew from $ 0.01 \% $ in 2004 to $ 0.79 \% $ in 2014. At the same time, the number of solar power plants had increased tremendously. The overall result was a drop in the average cost of solar energy and an increase in the amount of electricity generated from solar power, from $ \$ 500 $ per megawatt-hour (MWh) in 2010 to $ \$ 200 $ per MWh in 2015. 1.2 Every demand curve must eventually hit the quantity axis

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Calculate the normal boiling point(°C) of a substance whose vapor pressure is 69.3 torr at 31.8°C and has a $\Delta H_{vap}$ of 32.5 kJ/mol. Plug the values into the equation, calculate T2 (Don't forget to convert it back to Celsius) In order to solve $\Delta H_{vap}$ for this question, which equation you will need? Do you need to convert torr to atm? What does normal boiling point indicate? What is the R value? From the given temperature, you will need to convert °C to K 379 °C yes, you have to always convert torr to atm 102 °C linear format of Clausius Clapeyron Equation 8.314 J/mol*K $T_1 = 31.8^\circ C + 273 = 304.8 K$ no, as long as the two pressure units are consistent 0.08206 atm*L/(mol*K) $T_1 = 31.8 K$ The pressure is at 1 atm (760 torr) two-point format of Clausius Clapeyron Equation

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Calculate the percent ionization of a 0.26 MM formic acid solution in a solution containing 0.16 MM potassium formate.

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Use the four tests to evaluate the worthiness of the arguments in questions 3 - 8. Remember if it fails one of the tests do not proceed to the next test and tell us why it failed. All americans love war. john is american therefore , johan loves war

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The federal and provincial governments impose gasoline excise taxes that total about 7 = $0.52 per liter in 2023. The government knows that the elasticity of demand for gasoline alcohol is € = - 0.654, while the elasticity of supply is n = 2.61. Sales of gasoline in Canada in 2022 were 42.5 billion liters. The current equilibrium price after-tax that buyers pay is $1.45 per liter.

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The formula for the marginal utility per-dollar-spent of a product is the marginal utility of the product divided by its price.

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Derive the following Lorentz Transformations for velocity: $v_x' = \frac{v_x - u}{1 - v_x u / c^2}$ (1) $v_y' = \frac{v_y \sqrt{1 - u^2 / c^2}}{1 - v_x u / c^2}$ (2) $v_z' = \frac{v_z \sqrt{1 - u^2 / c^2}}{1 - v_x u / c^2}$ (3)

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Rewrite the following without an exponent.\\ $\left(\frac{4}{3}\right)^{-1}$

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b) What has been the most challenging thing you have learned in this class this semester? Why do you think it was so challenging? Please respond in at least one paragraph. Edit 123 Insert Formats BIU A c) If you ran into me (Cody) in a public place in 10 years and I asked you what you most remember from this class, what do you think you would tell me? Why do you think that would be the thing or things that stand out?

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1- a) Determine the 2's complement value of -72$_{10}$ and -109$_{10}$. b) Determine the decimal and hexadecimal values of the 2's complement numbers (10110101) and (10000000).

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felipe r.