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Item4 Time Remaining 4 minutes 42 seconds 00:04:42 Item 4 Time Remaining 4 minutes 42 seconds 00:04:42 Yui is pregnant with her first child. Pre-conception, Yui was at a healthy body weight. As she enters her third trimester of pregnancy, Yui should expect to gain about 2 pounds per week. Group startsTrue or False True, unselectedFalse, unselected

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Evaluate SSS_B ye^(-xy) dV where B is the box determined by 0 <= x <= 2, 0 <= y <= 3, and 0 <= z <= 1. the value is

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When one more unit of a good is consumed, society is made better off. This is measured by the

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Think of a real-world scenario where you would need to choose between two algorithms. Describe the scenario and the algorithms you are choosing from. Using Big-O, Big-Omega, and Big-Theta notations, explain which algorithm you would choose and why.

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Example 14.32. In a series-parallel circuit, the parallel branches A and B are in series with C. The impedances are: $Z_A = (4 + j3)$; $Z_B = (4 - j \frac{16}{3})$; $Z_C = (2 + j8)$ ohm. If the current $I_C = (25 + j 0)$, draw the complete phasor diagram determining the branch cur- rents and voltages and the total voltage. Hence, calculate the complex power (the active and reac- tance powers) for each branch and the whole circuits. (Basic Electricity, Bombay Univ.)

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Determine the moment of the force shown about the support point O.

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Nrite the equation of a line in slope-intercept form given the points (3,3) and (-5,5).

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2. Comprehensive problem (1) Water is pumped to a reservoir of 100m high using power from PV panels. Water flows down to generate electricity at night. A ranch needs 20 kW of power for 16 hours at night. How big (volume) the reservoir needs to be? Assume 90% of potential energy from water is converted to electrical energy. g=9.8 m/s$^2$, P$_{water}$= 1000kg/m$^3$. (5 points) (2) If solar panels provide electricity to the pump for 8 hours, how big area the solar panels should have? Assume solar panel efficiency is 10% and solar energy density on the panel is 900W/m$^2$. (5 points) (3) If the ranch is fully relying on solar panels in the day and the energy storage for the night with a steady power of 20 kW, how big the area of solar panels is needed? (5 points) 3 \"cosine effect\" of solar panels

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The PSD of signal g(t) is given as: A- Plot the PSD vs ?. B- What is the power of g(t)? Show the procedure. C- Plot the power-time-auto-correlation function for this signal. D- What is the 50% bandwidth of g(t)? (Considering the bandwidth is the range of frequencies from 0 to W) E- What is the 75% bandwidth of g(t)? F- Find the PSD of this signal if it passes through a Filter defined by the following impulse response:

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5. Consider the maximum directed cut problem from the previous question. We say that an instance of the directed cut problem is balanced if for each vertex i ? V, the total weight of arcs entering i is equal to the total weight of arcs leaving i. Give an ?-approximation algorithm for balanced maximum directed cut instances, where ? is the same performance guarantee as for the maximum cut problem, i.e., $\alpha = \min_{x: -1 \le x \le 1} \frac{\frac{1}{\pi} \arccos(x)}{\frac{1}{2}(1 - x)}$

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