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eric nguyen

eric n.

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If the interest rate decreases from 15% to 13%, Group of answer choices the quantity of funds credit card borrowers demand will decrease to $500 billion, the quantity of funds credit card borrowers demand increases to $700 billion, there is excess supply of funds None of the above

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Suppose a 250.mL flask is filled with 1.4mol of N2 and 1.1mol of NO . The following reaction becomes possible: +N2gO2g 2NOg The equilibrium constant K for this reaction is 9.36 at the temperature of the flask. Calculate the equilibrium molarity of NO .

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What payment made today is equivalent in value to a payment of $1718 made 5 years ago and a payment of $14979 due in 8 years? Suppose that interest is 3.9% compounded semi-annually and give your answer rounded to the nearest cent.

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The enzyme responsible for the rapid formation of $H_2CO_3$ in the RBCs is: O MAO OHCO-3 carbonic anhydrase O surfactant OH- Next

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Find the derivative of $y$ with respect to $x$ if $y = \frac{9 - \ln x}{6x}$. $\frac{dy}{dx} = $

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Discuss the findings of the results of the question. Identify flawed items as part of your analysis. p-value (0.76), Upper: 100%, lower: 50%, Disc. Index: 0.50, Point Biserial: 0.61, Correct answer: C; Response frequencies: A: 3, B: 0, C: 37, D: 2

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Question 30 Solve using the quadratic formula. Round your answers to three decimal places. $x^2 - x - 1 = 0$ x =

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IF Rayleigh flat fading environment with maximum Doppler shift 50 [Hz] and average path gain 0 [dB]. What are the Doppler spread, coherence time, delay spread and coherence bandwidth for your model? How many samples are transmitted during a coherence time interval?

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Task 1 Two input values $a$ and $b$ have uncertainties $u(a)$ and $u(b)$, respectively, associated with them. Show that: a) If $f = a - b$, $u(f) = \sqrt{u(a)^2 + u(y)^2};$ b) If $g = ab$, $u(g) = g\sqrt{(\frac{u(a)}{a})^2 + (\frac{u(b)}{b})^2};$ c) If $h = a^b$, $u(h) = h\sqrt{(\frac{b}{a}u(a))^2 + (ln(a)u(b))^2}$

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A financial advisor collects the following information that relates to a specific client: Risk-Free Rate of Interest = 3.1%, Return Due to Clients Risk = 9.6%, and Total Portfolio Return = 13.8%. The Fama decomposition would assign a selectivity value that is closest to: a1.1% b)6.5% c4.2% d) 10.7% Matty has a portfolio with a beta of zero and an alpha of 7.0. Assuming the risk-free return equals 3%, then based on the CAPM the retu for the portfolio is a) 10% b) greater than Rm cequal to the Rm d) less than Rm but greater than Rf George bought 100 shares of Apple at $115 per share. One year later he sold the stock for S152 per share. During a) 32% b34% c) 73% d206% The correlation coefficient between a security and the market portfolio is 0.7.The standard deviation of the security is 30% while the market portfolio has a standard deviation of i5%. The beta of the security is closest to a2.0 b1.4 0.315 coefficient of variation? a Security A with an expected returm of 12% and a standard deviation of 14% b Security B with an expected return pf 5% and a standard deviation of 0% c) Security C with an expected return of 8% and a standard deviation of 9%. d Security D with an expected return of 15% and a standard deviation of 15% Raymond buys 1000 shares of Axe stock at $55 per share on January 1, Year 1. At the end of the first year (December 31, Year 1), the stock has dropped, so he buys 500 more shares at $50 per share. At the end of the second year (December 31, Year 2), he buys another 500 shares for S40 per share. The stock pays a dividend of S3.00 per share on December 29th of each year. Axe is trading at $63.00 per share as of December 31, Year 3. What is the dollar weighted return for Steve's investment in Axe since January 1, Year 1 to today? a 12.4% %6'6(q c15.5% d 17.2%

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