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maureen tormo

maureen t.

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2. (20 points) Using the tables for water, determine the specified property data at the indicated states. In each case, locate the state on sketches of the p-v and T-v diagrams, and the phase (subcooled liquid, saturated liquid, saturated liquid-vapor mixture, saturated vapor, or superheated vapor). Calculate the quality where applicable. (a) At P = 3 bar, v = 0.50 m³/kg, find T in °C and u in kJ/kg. (b) At T = 320°C, v = 0.039 m³/kg, find P in MPa and u in kJ/kg. (c) At P = 28 MPa, T = 520°C, find v in m³/kg and h in kJ/kg. (d) At T = 10°C, v = 100 m³/kg, find P in kPa and h in kJ/kg. (e) At P = 5 MPa, T = 180°C, find v in m³/kg and u in kJ/kg.

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Calculate the density (in g/cm^3) of an AX compound given that it has the rock salt crystal

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In the problem below, point P moves with angular velocity ω on a circle of radius r. Find the distance s, in feet, traveled by the point in time t. Give exact answer. ω = 20 rad/sec, r = 6 ft, t = 2 min.

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Twentieth-century models of disease causation theories include: a. Miasma theory. b. Supernatural theory. c. The Multi Causal Theory d. All of the above are correct.

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3. The figure given below is for the ........ where boxes 1 is ........, 2 is ........, and 3 is ........ respectively. 1 power + supply - 2 a) hollow cathode lamp, anode, light radiation, and hollow cathode. b) tungsten lamp, anode, hollow cathode, and rare gas. c) deuterium arc, photosensitive cathode, anode, and Ar or Ne. d) hollow cathode lamp, anode, hollow cathode, and rare gas. Quartz Window light output 3

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Evaluate the double integral.\\ $\int_{-6}^{1} \int_{3}^{4} 2x \,dy \,dx$\ 49\ -35\ -49\ -7

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An object with mass $m$ traveling along a horizontal, frictionless surface. The speed of the object can be expressed as $v(x) = \frac{\alpha}{x}$ where alpha is a constant greater than zero. Find the force acting on the object. PLEASE SHOW ALL YOUR STEPS

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What is the value of the coefficient a-2 of the Complex Fourier series of the function x(t) = -2 sin(t) + 3cos (2t)? What is the value of the coefficient a of the Complex Fourier series of the function x(t) = 2sin(t) + 3cos (2t) (the value you found for k=+1) What is the mean value of the Complex Fourier series of the function x(t) = 2 sin(t) + 3cos (2t)? What is the value of the coefficient ao of the Complex Fourier series of the function x(t) = 2 sin(t) + 3cos (2t)

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9. What is the maximum number of keys we can store in a 2-3 tree of depth 4 (assume the root is depth 0)? 10. What is the depth of B-tree of order $d$ with $n$ keys (assume the root is depth 0)? 3

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Example 6 Using the Thevenin's theorem, create a replacement model of the linear part of that circuit. Then, using the graphical method, determine the voltage $V_n$ and the current $I_n$ of non- linear element, calculate the static resistance $R_s$ and the dynamic resistance $R_d$ of the non-linear element at the operating point. AV characteristic of the non-linear resistor is given by the graph. $V_1 = 10 V$, $R_1 = 20 \Omega$, $R_2 = 8 \Omega$, $R_3 = 30 \Omega$. ANSWER: $V_n = 4.0 V$, $I_n =0.1 A$, $R_s = 40.0 \Omega$, $R_d = 15.0 \Omega$, $I_1 = 0.26 A$, $U_2 = 0.8 V$

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