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patrick fabra

patrick f.

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How can a profile editor make a person look more professional?

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From the tree diagram find the following. (a) P(A ∩ E) (b) P(A) (c) P(A|E) A 0.2 0.3 E B 0.2 0.5 C 0.3 A 0.8 0.3 F B 0.4 C

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Match the atomic absorption term with its definition. a source that emits narrow atomic lines the splitting of atomic lines in the presence of a parallel magnetic field an additive that reduces chemical interference the conversion of sample components into individual atoms signal from species that are not under study that overlaps with the analyte signal the conversion of a liquid sample into very small droplets an additive that prevents the loss of analyte during charring describes the population ratio of different states at thermal equilibrium

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1. How much work is done on the gas in each of the following processes? a. b. c. \( W= \) \( \qquad \) \( W= \) \( \qquad \) \( W= \) \( \qquad \)

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If data is loaded into a data warehouse periodically, but users cannot update a data warehouse directly, the data is said to be volati True False

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10.11 a. Determine the resistance values to obtain an op-amp PID controller with $K_p = 10$, $K_i = 1.4$, and $K_d = 4$. The circuit should limit frequencies above 100 rad/s. Take one capacitance to be 1 µF. b. Plot the frequency response of the circuit.

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In a balanced three-phase Y-? system the source has an abc sequence and line to neutral voltage of a-phase of the source has a magnitude of 140 Vrms. The line impedance is 0.7+j0.4?/? and the load impedance is 24+j18 ?/?. Find the magnitude of the line current, magnitude and phase angle of the voltage $V_{AB}$, total complex power delivered by the source. Take the a-phase as the reference. (enter at least two digits after the decimal sign) (5 pt) Magnitude of the line current in $A_{rms}$: (5 pt) Magnitude of the voltage $V_{AB}$ in $V_{rms}$: (5 pt) Phase angle of the voltage $V_{AB}$ in degrees: (5 pt) Real part of the complex power delivered by the source in Watts(Enter positive value): (5 pt) Imaginary part of the complex power delivered by the source in VARs (Enter positive value):

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Right Manufacturing Co. assembled the following cost data for job order #30: (Click the icon to view the cost data.) What are the total manufacturing costs for job order #30 if the company uses normal job-order costing? A. $190,800 ?. $188,400 C. $192,100 D. $190,600 Cost Data Direct manufacturing labor $ 105,000 Indirect manufacturing labor 9,000 Equipment depreciation 1,300 Other indirect manufacturing costs 1,600 Direct materials 70,000 Indirect materials 3,700 Manufacturing overhead overapplied 1,500 Print Done Click to select your answer.

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Let us number a two-link robot arm; see figure below. The motors that control the two-link robot arm have sensors on them that tell us what the angles a and b are at any given time. A simple control system would enable the user to input a and b and move the arms to those angles. Now assume that we want the robot's gripper to reach a specific range, R, and a specific height, H, (see the figure). We then need a method to find the angles a and b that result in the desired range and height. 1. First establish the expressions for R and H, as function whose inputs are d1, d2, a, and b. 2. Write a MATLAB function whose inputs are d1, d2, R and H, and output the required angles a and b. Use the multivariate Newton method to solve the underlying nonlinear equations. 3. Present the equations, script, and results in a report and submit it on Canvas.

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Determine the transfer function, $H(z) = \frac{Y(z)}{X(z)}$, of the discrete-time LTI system y[n+1] + y[n] - 0.5y[n - 2] = x[n] + 0.25x[n - 1]. $H(z) = \frac{z^{-1} - 0.5z^2}{1 - 0.25z^{-1}}$ $H(z) = \frac{1 + z - 0.5z^3}{z + 0.25z^2}$ $H(z) = \frac{z^3 + z^2 - 0.5}{z^2 + 0.25z}$ $H(z) = \frac{z + 0.25z^2}{1 + z - 0.5z^3}$ $H(z) = \frac{z^2 + 0.25z}{z^3 + z^2 - 0.5}$ $H(z) = \frac{1 - 0.25z^{-1}}{z^{-1} - 0.5z^2}$

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