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emily benton

emily b.

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(2) Consider the vector space V of all real polynomials p(x) of degree less than or equal to 3 , p(x)=ax^(3)+bx^(2)+cx+d and consider the transformation T:V->V given by the derivative, i.e., T(p)=p^(')=3ax^(2)+2bx+c (i) Take any \lambda !=0 and find all polynomials p such that T(p)=\lambda p; (ii) Take \lambda =0 and find all polynomials p such that T(p)=\lambda p; In view of (i) and (ii), what are the eigenvalues and eigenvectors of T ?

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For Donna, one of the most exciting aspects of landing a full-time job was being able to buy a different car! Even though she will be working in an urban area, she will need a reliable vehicle to travel to client locations outside the city. Donna is trying to decide if she should buy a new vehicle or a slightly used vehicle, or lease a new(er) vehicle. She has had her eye on a dazzling blue SUV; it stares at her every time she drives by the lot. But she's not sure if she can justify its cost. Here are the costs and benefits she has gathered for each of these options: Buy New Buy Used Lease Midnight-Blue SUV Monthly payment $540 $380 $300 plus $2 per mile if over 10,000 miles per year Time frame 6 years 4 years 2 years Warranty Excellent for 100,000 miles Excellent for next 40,000 miles only Excellent for length of lease Full coverage insurance $210 per month $145 per month $220 per month Operating cost $0.20 per mile $0.20 per mile $0.20 per mile Expected mileage per year 12,900 12,900 12,900 Safety features Maximum Moderate Maximum

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You may have noticed an increase in screen size over the years in moving to 5G. What features are supported by the larger screens?

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3. The surgical term that means crushing a stone in the common bile duct is: abdomin/oplasty choledocholith/otripsy enter/orrhaphy choledocholith/otomy

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Search topics, skills, and more molutuazame334 *** Sign in Remember Learning Assessment Analytics Takeoff Inspiration MEMBERSHIP Math Language arts Science Social studies Spanish Recommendations ? Skill plans Awerds Geometry > Y.4 Write equations of circles in standard form from graphs \( 8 H J \) Share skill Learn with an example \( \vee \) or Watch a video (D) Questions answered Write the equation of this circle in standard form. 0 0 (?) 2 Submit

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Figure 1 shows a block diagram for the Claude process that is used to liquefy methane. The Claude process serves as an example to comprehensively synthesize all the concepts taught from week 1 to week 6 of CH2123. Fresh methane (stream 1) is combined with recycled methane (stream 19) and then compressed, and C3 to 80 bar. Intercoolers (HE1, HE2, and HE3) after each compressor remove heat from the incoming gas. The compressed methane is then further cooled in heat exchangers HE4 and HE5 before being throttled. The flash drum operates at 1 bar. Liquid methane exits the flash drum in stream 13 (saturated liquid, 1 bar). A draw-off stream (stream 15, 0.30 k(g)/(s)) is passed through an expander (E1) before combining with the un-liquefied methane stream (stream 14, saturated vapor at 1 bar) and is then recycled back (streams 17, 18, and 19). The draw-off stream leaves the expander as a saturated vapor at 1 bar. Table 1 contains the temperature, pressure, specific enthalpy, and specific entropy of all streams. Selected mass flow rates are also provided. All compressors and expanders are adiabatic. Assume all processes to be at steady state. Neglect the kinetic and potential energy terms. a. Determine whether the compressors C1, C2, and C3 and the expander E1, are reversible or irreversible. Figure 1: C, E, and HE signify compressor, expander, and heat exchanger respectively. W and Q represent work and heat terms with the arrows indicating whether they are added to the system, or removed from the system. Table 1: Thermodynamic properties and mass flow rates of streams shown in Figure 1. b. Calculate the work inputs to compressors C1, C2, and C3, and the work obtained from expander E1 in units of k(J)/(s). c. Determine the efficiency of the expander E1. The exhaust from the expander is saturated vapor at 1 bar (stream 16). d. Calculate the mass flow rate (k(g)/(s)) of liquefied methane exiting the system (stream 13). HE1 4 C2 im C1 I'M HE2 C3 w! HE3 HE4 HE5 W E1 Figure 1: C, E, and HE signify compressor, expander, and heat exchanger respectively. W and Q represent work and heat terms with the arrows indicating whether they are added to the system, or removed from the system. Table 1: Thermodynamic properties and mass flow rates of streams shown in Figure 1. Stream Mass Pressure Temperature Enthalpy Entropy (kg/s) (bar) (K) (kJ/kg) (kJ/kg K) 1 1 300.00 1199.80 11.63 2 1.00 291.48 1181.15 11.56 3 1.00 5 442.17 1545.94 11.73 4 1.00 5 300.00 1195.50 10.79 5 1.00 20 407.80 1447.38 10.79 6 1.00 20 300.00 1180.70 10.03 7 1.00 80 411.90 1428.62 10.03 8 1.00 80 300.00 1119.70 9.16 9 1.00 80 275.00 1042.05 8.87 10 0.70 80 275.00 1042.05 8.87 11 0.70 80 204.70 689.07 7.34 12 0.70 1 111.50 689.07 8.55 13 1 111.50 285.46 4.93 14 1 111.50 796.94 9.52 15 0.30 80 275.00 1042.05 8.87 16 0.30 1 111.50 796.94 9.52 17 1 111.50 796.94 9.52 18 1 248.31 1086.82 11.21 19 290.001177.92 11.55

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Question 26 The following element has unpaired electrons in its atomic orbitals Fe Fe+2 Cu Cu+ All of the above

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16. [0/1 Points] DETAILS PREVIOUS ANSWERS SCALC9 12.3.027. Previous Answers Submission 1 (0/1 points) Saturday, September 9, 2023 05:53 PM CDT Find a unit vector that is orthogonal to both $\mathbf{i} + \mathbf{j}$ and $\mathbf{i} + \mathbf{k}$. Submission 2 (0/1 points) Saturday, September 9, 2023 05:55 PM CDT Find a unit vector that is orthogonal to both $\mathbf{i} + \mathbf{j}$ and $\mathbf{i} + \mathbf{k}$. Find a unit vector that is orthogonal to both $\mathbf{i} + \mathbf{j}$ and $\mathbf{i} + \mathbf{k}$. Need Help?Read It Submit Answer MY NOTES ASK YOUR TEACHER

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5). $y'''(x) = 2y'' + 3y'y^2 + 3xy$ over $[a, b]$ with initial conditions $y(0) = \alpha_0$, $y'(0) = \alpha_1$, and $y''(0) = \alpha_2$. Write the third order ODE as a system of the first order differential equations.

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W=60 2=220 Y=3 x=41 Question 4: For the following circuit: a) b) c) If a load resistance is connected between a and b, find the value of $R_L$ between nodes a and b for maximum power transfer. What is the maximum power delivered to the load? d)

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