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mariano lopez

mariano l.

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Which one of the following salts is soluble in water? O $KClO_3$ O $CuS$ O $BaSO_4$ O $FeCO_3$ O $Ag_3PO_4$

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A 9-month-old with Tay-Sachs disease is admitted due to seizures. Which assessment is most important for the nurse to obtain? A. Ability to crawl. 2% B. Eyes with cherry-red spot. 6% C. Difficulty with swallowing. D. Exaggerated startle reaction

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Federal government expenditures in the United States account for about 23 percent of annual GDP 33 percent of annual GDP 43 percent of annual GDP 53 percent of annual GDP

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Camila is currently working full-time and earning $90,000 a year. She is going to quit her job to start her own business, which she plans to run from her second bedroom. She has been leasing that room to another resident $660 a month. Camila has paid her husband $400 to with marketing. In addition, she has switched to a faster internet plan costing $144/month instead of the $60/month was paying before. She also expects her combined utility bills to rise from $180 to $360 a month now that she will be working from home. a) How much does Camila need to make per month on her new business to justify quitting her job and remain self-employed? b) Please identify and explain if there are any opportunity costs and/or sunk costs that exist in this problem.

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Ex-1 (similar to HW and Kohler) Nevada inc. is a private insurance firm and has two divisions: L&H and P&C. Each division constitutes 50% of the firm. Firm's current FCF = $50M. FCF are expected to grow at 10% and 8% for the next two years. After year 2 growth will become constant at a rate of 5% forever. Nevada inc.'s current leverage ratio is 50% and cost of debt is 8%. Market risk premium is 7% and LT government bond rate is 6%. Investors are trying to value the firm using non-constant FCF growth model. Calculate the value of the firm using the following information. Publicly trade L&H firm Publicly trade P&C firm XEM AFX Leverage 20% 50% TAX 40% 40% Beta 1.4 1.8

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Composition. Suppose we want to find the composition of a function with itself. Let $g(x) = 2(x+3)^2$ Then the function$(g \circ g)(x)$ equals ? $-4(x+3)^4$ ? $2(2x^2 + 12x + 21)^2$ ? $2(x+3)^2$ ? $-2(2x^2 + 12x + 21)$ ? $-2(2x^2 + 12x + 21)^2$ ? $4(x+3)^4$ ? $2(2x^2 + 12x + 21)$ ? $-2(x+3)^2$

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Determine the area (in square meters) and perimeter (in meters) of the figures below. (Round your answers to one decimal place.) (a) 14 m 14 m area perimeter 174.95 m² m (b) 12 m area perimeter 8 m 22 m m² m 18 m

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a. Prove the following are not valid by providing a falsifying interpretation: ((x)8XA (x)VXE)-((x)8<(x)V)xA e ((x) (x)V)xA-((x)8XE(x)VXA)q c.(xA(x)->3xB(x))->Vx(A(x)->B(x)) d. x p(x)->p(a) b. Prove the following formula is valid by arguing using the semantics of predicate logic. In other words, use the definition of validity, interpretations, and the evaluation function to show that (x)XE(x)VXA)-((x)(x)V)xA= Hint: Break down the large formula into its parts.

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(a) A high-gain op-amp circuit shown in Figure 1a on page 2 is formed by cascading a voltage divider with a non-inverting amplifier and an inverting amplifier in series. Both op-amps are connected to 15 V power supplies. The cascade is to be designed so that the peak output voltage of the second stage comes no closer than 1V to either power supply. IBias = 0, and Io = 0. (i) If both stages are in the linear region, derive the expression for the output voltage Vout including the effects of Vio in terms of R1, R2, R3, R4, R5, R6, Vin, and Vio. (ii) Given that R1 = R2 = R and R3 = R4 = 20R and Vin is a sinusoid of 25mV, find the maximum gain of the second stage if Vout is to remain within the linear range swing limits? Hint: The DC output voltage is negative. (7 Marks) R6 +15V R1 = R +15V R2 R5 R3 = 20R Vout pAmp 15V R4 = 20R -15V 10 Figure 1(a)

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10. The cost of five story books is Rs800. How many books can be purchased for Rs1440?

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