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patricia waters

patricia w.

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11. Estimate the temperature range when the following process spontaneous at 1 atm. $\Delta$H=135kJ/mol and $\Delta$S=235J/mol K. (2.2) $CCl_4(l) \rightarrow C(graphite, s) + Cl_2(g)$

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In order to begin the TCA cycle, Acetyl CoA must join with _________________ (molecule).

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Manufacturing Company manufactures blue rugs, using wool and dye as direct materials. One rug is budgeted to use 4040 skeins of wool at a cost of $ 5$5 per skein and 0.70.7 gallons of dye at a cost of $ 9$9 per gallon. All other materials are indirect. At the beginning of the year XueXue has an inventory of 464 comma 000464,000 skeins of wool at a cost of $ 1 comma 113 comma 600$1,113,600 and 4 comma 3004,300 gallons of dye at a cost of $ 26 comma 230$26,230. Target ending inventory of wool and dye is zero. XueXue uses the FIFO inventory cost flow method.

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Regarding medication errors in a health care setting analyze a quality improvement initiative ● What prompted the implementation of the quality improvement initiative? ● What problems were not addressed? ● What problems arose from the initiative?

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What fraction of an atom on the edge of a cubic unit cell is within the unit cell? all ( 1 / 3 ) ( 1 / 4 ) ( 1 / 8 ) none of the above

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Jeffrey owns investment A and 1 bond B. The total value of his holdings is $3,020.00. Bond B has a coupon rate of 16.67 percent, par value of $1,020.00, YTM of 8.71 percent, 11 years until maturity, and semi-annual coupons with the next coupon due in 6 months. Investment A is expected to produce cash flows forever. The next cash flow is expected to be $208.75 in 1 year, and subsequent annual cash flows are expected to increase by g each year forever. The expected return for investment A is 17.30 percent. What is g, the annual growth rate for the annual cash flows paid by investment A? 7.00% (plus or minus 2 bps)O 2.73% (plus or minus 2 bps) 14.57% (plus or minus 2 bps) 31.87% (plus or minus 2 bps) none of the answers are within 2 bps of the correct answer

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Which of the following statements is true about Kantian/Deontological philosophical traditions? Group of answer choices They argue that individuals have responsibilities based on a core set of moral principles that guide actions regardless of the consequences. They argue that business practices should be rational behaviors since business is self-interested and purpose-driven. They suggest that the consequences, either conceivable or likely, of actions determine the morality of the action. They state that rational beings are incapable of evaluating choices through a view of universal law or the "categorical imperative."

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Consider the following function. f(x) = x^2 + 1.5x - 1 (a) Write the derivative formula. f'(x) = 2x + 1.5 (b) Locate any relative extreme points. (If an answer does not exist, enter DNE.) relative maximum (x, y) = (DNE ) relative minimum (x, y) = (-0.751 )

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If a patient had an abnormally high number of eosinophils in a differential WBC count, what condition would be suspected?

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Department ME 342: System Dynamics and Quiz #1 Date: W ????? ???? ???? ??????? ??? ??????? ??????????? ????? ???? ???? ??????? ??? ??????? ??????????? Student Number: 3101019 bah University College of Engineering Mechanical Engineering Department Student Name: Mohammad Asaifi (14 Q2: (25 Minutes) (20 Marks) For the system shown below, the machine has mass M=100kg and has a rotating unbalanced mass m=2.0kg at distance r=0.01m from the center of rotation. (The mass M includes the mass m). The operating speed is 2400RPM. Suppose that the machine is mounted on an isolator consisting of a spring and a damper, as shown in the figure. It is desired that $\beta$ be 0.2. 1. Specify the spring stiffness $k$ such that only 10% of the excitation force is transmitted to the foundation. (7) 2. Determine the amplitude of the transmitted force. (7) 3. Determine the vibration amplitude and phase angle (6) $mx + bx + kx = mr\omega^2 \sin \omega t$ $TR = \frac{F_0}{\sqrt{(1-\beta^2)^2 + (2\beta\zeta)^2}} = 0.1$ $1 + (0.4\beta)^2 \approx 0.01$ $(1-\beta^2)^2 + (0.4\beta)^2$ $\beta^2 - 17.34\beta^2 - 99 = 0$ $\beta^2 = 22.28$ or $-4.443$ $\omega_n = \sqrt{\frac{k}{m}} = \sqrt{2228} = 4.72$ $\beta = \frac{\omega}{\omega_n} = \frac{251.2}{4.72} = 53.2$ $\sqrt{k} = 8028 \implies k = 17.7 \times 10^3 N/m$ $(F_T) = (m\omega r)(TR)$ $= (2 \times 251.2 \times 0.01)(0.1)$ $= 126.20 N 3/11 $\omega(t) = \frac{\beta}{\sqrt{(1-\beta^2)^2 + (2\beta\zeta)^2}}$

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