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mario jordan

mario j.

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Question 50 2 pts Which type of prison classification would determine an inmate's level of supervision and types of privileges the inmate may have? O Security O Program O Custody O Housing

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which of the following will not be soluble in water? nonpolar covalent compounds, polar covalent compounds,most ionic compounds, or all

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Which of the following risk factors would increase ones' risk of developing hypertension? ? sedentary lifestyle ? age ? All of these responses are correct. ? diet high in sodium and excess calories

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7. Why do economists disagree? Explain using normative and positive economics.

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File management best practices include: Use descriptive names, maintain file extensions, group similar files, and organize folders from the top down. All of the above.

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2. (15 points) Two infinite non-conducting plates are parallel to each other, with a distance d= 20.0 cm between them, as shown in the figure. Each plate carries a uniform charge distribution of $\sigma$ = - 8.5 $\mu$C/m². What is the electric field, $E_P$, at point P (with $P_x$ = 40.0 cm)? What is the electric field, $E_d$, at point d (in the middle point between two plates, to left plates is 10.0 cm and to right plates is also 10.0 cm). $ \leftarrow 20.0 \rightarrow$ $D$ $x = 0.0$ $\sigma_1 = -8.5 \mu C/m^2$ $\sigma_2 = -8.5 \mu C/m^2$. P $x = 40.0$ 3. (10 points) The six faces of a cubical box each measure 40.0 cm by 40.0 cm, and the faces are numbered such that faces 1 and 6 are opposite to each other, as are faces 2 and 5, and faces 3 and 4. The flux through each face is given in the table. Find the net charge inside the cube. flux face (Nm2/C) 1 -100 2 -300 3 300 4 400 5 -450 6 -550

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2. For this question, either solve for (a) or (b): a) Formulate node-voltage equations for the circuit using the node labels A, B, C, and D. The final equations must depend only on unknown node voltages and the value $v_s$. No need to solve any equations! b) Formulate mesh-current equations for the circuit using the mesh currents shown in the Figure. The final equations should only depend on the unknown mesh currents and the source value $v_s$. No need to solve any equations! Hint: Use a supermesh \textbullet For (b) Determine $V_2$ in terms of $R_2$, $I_1$ and $I_3$. \textbullet Define arbitrary voltage for $gv_2$

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2. Determine the Fourier Coefficients $c_k$, for the periodic sequence x[n] shown in below.

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Wastewater containing 280 mg/L BOD, 380 mg/L as CaCO3 bicarbonate with a pH of 7.9 is being pumped to a small treatment works 250 m away. It is pumped at a rate of 450 m3/h via a 350 mm diameter pipe made of ductile steel. The pipe is fitted with 4 close-radius 90° bends, 2 long radius 45° bends, and with a sharp-edged entrance into an equalization tank, from a bell-mouth entrance at the extraction point. The equalization tank is 22.5 m deep and 18 m in diameter, and feeds a biological process tank which has the same aspect ratio (height/diameter) as the EQ tank, but 45% of the residence time. The biological process generates a waste flow of 3% of the feed flow with a solids concentration 15% higher than the bio-process MLSS concentration of 3 g/L. The biological process sludge MLVSS to MLSS ratio is 0.8 The treated water then passes through 15 cylindrical sand filters operating at a pressure of 0.17 bar for the clean filter, the mean sand grain size being 700 μm, and the bed porosity 32% with an aspect ratio of 0.8. The filtered water then passes through 2 stages of reverse osmosis modules, each providing a conversion of 45%. Finally, the water passes through a degasser to strip the CO2 from the water using air containing 0.2% CO2 flowing at 35 kg/min. The offgas produced contains 5% CO2. The average ambient water temperature is 21°C. (head loss = 32.16 m, residence time = 12.72 hrs, volume of tank = 2576 m3, depth of biological tank = 17.24 m, diameter = 14 m, and F:M ratio = 0.016/hr) Question 1) How much permeate is produced by the RO array? 2) What is the dissolved CO2 concentration in the product stripped water? (Assume that the feedwater to the stripper contains all carbonate converted to the CO2 form) Draw the complete flowsheet including, where possible, the stream flow rates and suspended solids concentrations.

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Screen mount revenue $200k/year, tax rate 20%, i = 5% Option 1: Buy tooling, $800K, Life 10 yrs, $50K salvage Option 2: Loan, $800K, $40K/year interest payment, balloon at 10 yrs $800K Option 3: Lease, $100K for years 1-10. Use Present Worth (PW) analysis to determine which is the best option.

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