Numerade

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1) Express the values of a, b, c (figure 1) as a function of $r_{Cu}$ and $r_{Au}$? 2) How many atoms of copper and gold are in the unit cell? 3) What is the mass fraction of gold in this alloy? Express this fraction in Karats. Note: The number of karats represents the ratio of gold to other metals in an alloy. Pure gold is 24K gold, so one karat is one part of 24. This means that 18K gold is 18 parts pure gold and 6 parts other metals. And therefore, it is 75% gold and 25% other metals. 4) What is the density of this alloy? Au Ionic Radius Atomic Mass Cu 1.47 Angstroms 196.97 g/mole 1.28 Ångstroms 63.55 g/mole $a = b \ne c$ Figure 1: Representation of a gold alloy Important: Important: Submit a sketch of the unit cell and any diagram necessary to understand how you determined the atomic packing factor and the density.

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Which of the following describes myosin I? (Select all that apply. One or more than one answer may be correct.) exhibits a coiled-coil tail functions as a monomer exhibits one globular head binds ATP and hydrolyzes it to ADP

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Which board feature displays issues horizontally in rows? Quick Filters Columns Swimlanes

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This file shows the average monthly retail price of chocolate chips per pound in U.S. from January 1985 through December 2022.In which year the average monthly chocolate chip retail price is the highest? In which year monthly chocolate chip price show the least variation (standard deviation)? Year 1985 1986 1987 1988 1989 1990 1991 1992 1993 1994 1995 1996 1997 1998 1999 2000 2001 2002 2003 2004 2005 2006 2007 2008 2009 2010 2011 2012 2013 2014 2015 2016 2017 2018 2019 2020 2021 2022 Jan 1.491 1.760 1.775 1.823 1.868 1.921 1.939 1.925 2.063 2.204 2.506 2.558 2.798 2.504 2.378 2.320 2.582 2.553 2.502 2.610 2.607 2.388 2.491 2.774 2.750 2.677 2.764 2.868 2.642 3.114 3.280 3.298 3.640 3.728 3.279 3.428 3.330 3.397 Feb 1.495 1.761 1.796 1.818 1.872 1.906 1.997 1.943 2.111 2.216 2.587 2.536 2.804 2.520 2.411 2.535 2.615 2.636 2.607 2.594 2.525 2.485 2.604 2.672 2.699 2.744 2.739 2.645 2.682 3.035 3.266 3.123 3.778 3.625 3.329 3.477 3.289 3.390 Mar 1.531 1.718 1.731 1.822 1.833 1.915 1.965 1.949 2.072 2.376 2.615 2.564 2.924 2.447 2.468 2.444 2.628 2.647 2.499 2.607 2.567 2.475 2.531 2.729 2.685 2.759 2.693 2.678 2.734 3.056 3.134 3.219 3.483 3.774 3.424 3.486 3.400 3.346 Apr 1.537 1.671 1.787 1.870 1.844 1.938 1.956 1.984 2.138 2.315 2.623 2.565 2.877 2.421 2.464 2.489 2.754 2.582 2.505 2.564 2.523 2.503 2.578 2.777 2.633 2.662 2.608 2.681 2.780 3.135 3.138 3.288 3.841 3.729 3.579 3.335 3.420 3.404 May 1.541 1.667 1.759 1.852 1.865 1.954 2.014 1.976 2.108 2.393 2.635 2.743 2.872 2.496 2.641 2.415 2.625 2.632 2.512 2.573 2.685 2.379 2.627 2.908 2.598 2.537 2.797 2.685 2.870 3.221 3.271 3.219 3.689 3.428 3.391 3.212 3.423 3.506 Jun 1.532 1.711 1.768 1.820 1.863 1.924 2.033 2.039 2.069 2.380 2.636 2.797 2.860 2.564 2.675 2.485 2.557 2.643 2.563 2.540 2.555 2.372 2.514 2.921 2.635 2.699 3.021 2.670 2.875 3.248 3.295 3.317 3.729 3.721 3.324 3.286 3.320 3.575 Jul 1.532 1.709 1.750 1.856 1.869 1.953 1.946 2.030 2.087 2.340 2.580 2.762 2.844 2.583 2.704 2.453 2.513 2.614 2.541 2.609 2.558 2.371 2.579 2.871 2.652 2.632 3.074 2.748 2.993 3.120 3.173 3.346 3.640 3.630 3.456 3.305 3.217 3.467 Aug Sep 1.600 1.621 1.723 1.732 1.732 1.761 1.836 1.789 1.882 1.861 1.952 1.959 2.012 2.009 2.011 1.993 2.177 2.129 2.377 2.390 2.682 2.663 2.754 2.724 2.851 2.661 2.408 2.445 2.601 2.611 2.471 2.464 2.464 2.526 2.612 2.536 2.588 2.560 2.602 2.583 2.628 2.587 2.423 2.448 2.534 2.574 2.871 2.856 2.571 2.606 2.558 2.621 3.091 3.041 2.650 2.671 2.902 2.950 3.235 3.092 3.230 3.217 3.150 3.349 3.374 3.346 3.451 3.599 3.375 3.333 3.233 3.366 3.219 3.300 3.568 3.494 Oct 1.665 1.770 1.789 1.718 1.901 1.961 1.998 2.020 2.133 2.503 2.670 2.750 2.610 2.325 2.537 2.479 2.504 2.612 2.517 2.584 2.691 2.408 2.595 2.954 2.704 2.652 3.012 2.696 3.026 3.253 3.231 3.569 3.595 3.690 3.295 3.391 3.470 3.511 Nov 1.696 1.740 1.820 1.792 1.900 1.921 1.981 2.057 2.162 2.505 2.639 2.812 2.618 2.377 2.502 2.489 2.554 2.667 2.519 2.627 2.618 2.518 2.765 2.721 2.578 2.670 2.851 2.748 3.112 3.167 3.347 3.620 3.755 3.781 3.641 3.413 3.366 3.639 Dec 1.703 1.768 1.797 1.815 1.933 1.968 2.030 2.045 2.209 2.558 2.523 2.755 2.546 2.426 2.541 2.576 2.614 2.633 2.577 2.673 2.537 2.511 2.736 2.712 2.632 2.832 2.913 2.719 3.048 3.407 3.442 3.682 3.617 3.492 3.498 3.316 3.409 3.601

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The point P(5, 1) lies on the curve $y = \frac{5}{x}$. If Q is the point $(x, \frac{5}{x})$, find the slope of the secant line PQ for the following values of x. If x = 5.1, the slope of PQ is: and if x = 5.01, the slope of PQ is: and if x = 4.9, the slope of PQ is: and if x = 4.99, the slope of PQ is: Based on the above results, guess the slope of the tangent line to the curve at P(5, 1).

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Consider the stationary AR1 process: Z = a1Zt-1 + Îµ where |a1| < 1 and Îµ is white noise. (a) Determine the mean of Zt. [2] (b) Show that Cov(Zt, Zt-k) = a^k * Cov(Zt, Zt) for k = 0, 1, 2, where Cov(Y, Z) represents the autocovariance of Y and Cov(Yt, Zt) represents the autocovariance of Zt. [3] (c) In the previous question, you had to show that Cov(Yt, Yt-k) = -a^(k-1) * Cov(Yt, Zt) + 2 * Cov(Yt, Yt-k+1) - Cov(Yt, Yt-k+2), where Cov(Y, Z) represents the autocovariance of Y and Cov(Yt, Zt) represents the autocovariance of the stationary AR1 process {Z}. Using this information, answer the following questions. [3] (d) Suppose that Yt = Î²0 + Î²1t + Zt and Î²0 = 0. Is {Yt} weakly stationary? [3] (e) What do your previous two answers imply about differencing a trend-stationary series versus differencing a random walk with drift? [2]

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5. A File Arithmetic/Logic instruction (FAL) instruction has the following parameters: a.) Control R6:5 b.) Length= 5 c.) Position= 0 d.) Mode All e.) Destination= #N11:2 f.) Expression= (#N7:0 + N7:6 - #N7:2) Fill in the N11 data table if the N7 data table is as shown. Leave blank any integer values that are not specifically set with this FAL instruction. Address Value Address Value N7:0 12 N11:0 N7:1 6 N11:1 N7:2 9 N11:2 N7:3 7 N11:3 N7:4 13 N11:4 N7:5 1 N11:5 N7:6 7 N11:6 N7:7 6 N11:7 6. Answer the questions about the shift register and data file shown below.

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EXAMPLE 9.6 Given that A = (Ocos(40Â° + 609) 0z and B= (2Oi) ax 10 eizun, express A in phasor form and B in instantaneous form. Solution: Re[10e^(jÎ¸) - (Ox+609)ejÏ‰t] = Re(Ae^(jÏ‰t)) A = e^(j60Â° - 10x) , As = 10 a^2

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Prove: (a) $\lim_{z \to 0} \frac{\bar{z}}{z}$ does not exit and (b) $\lim_{z \to 0} \frac{z\bar{z}}{z} = 0$.

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For the oxidation-reduction reaction between a hypothetical group 2 element X and oxygen, how many electrons are transferred in the formation of the product? (Hint: Balanced equation needed). A. 2 B. 4 C. 3 D. 6 E. 0

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marc z.