Use Gauss Elimination method to solve the following systems of linear equations. x13x24x3 8 3x1 -x2+5x3 7 4x1+5x2 - 7x3 = 2.
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- applications of linear algebraDraw the equation USE BY HANPlease, help with this problem. Do not give me an AI generated solution. I need an expert to help by explaining this problem step by step. The answers are provided: Yin1 = 20 + j15 mS Yin2 = -j10 mS Yin3 = 6.408 + j5.189 mS If the shorted section were open, Yin1 = 20 + j15 mS Yin2 = j10 mS Yin3 = 2.461 + j5.691 mS
- 20 What is countertorque a measure of? PRACTICAL APPLICATIONS ou are working as an electrician in a large steel manufacturing plant, and Y in the of doing preventive maintenance on a large DC you are generator. You have megged both the series and shunt field windings and found that each has over 10 M2 to ground. Your ohmmeter, however, indicates a resistance of 1.5 2 across terminals S, and S,. The ohmmeter indicates a resistance of 225 N between terminals F, and F2. Are these readings normal for this type machine, or is there a likely problem? Explain your answer. processFind I1 I2 and I3Draw the directed linear graph of the systems, plot the normal tree, and obtain the equations of state in standard A-matrix form. Is R₁ www C₁ C₂ eeee
- You have developed an idea for using a poly Si surface‐ micromachined cantilever. Initially, you designed a process flow for creating this simple structure, and the process flow is detailed in the figure below. ( cross section view and top view)There are several critical errors with this process (things that won’t work or won’t produce the result). Please find the critical errors in this process flow and, where possible, suggest alternate approaches. Do not worry about the accumulation of errors, but rather treat each step assuming that the structure up to that step could be created.This structure is actually quite simple to make. Develop a simpler process flow and associated masks to create the final structure. Be sure to show cross‐sectional and planar views of all key steps in the process.The fuel-cost functions for three thermal plants in $/h are given by: C₁ = 0.004P2 +7.2P₁ + 350 $/h C₂ = 0.0025P2 + 7.3P₂ + 500 $/h C3 = 0.003P3 + 6.74P3 + 600 $/h Neglect losses and generators limits, a- Find the optimal dispatch and the total cost in $/h for a load demand of 800 MW. b- Calculate the save in cost in $/h if the load is equally distributed among the three plants.how to solve I1,I2,I3,I4?
- Pls I really need help T_T 30 minutes leftTwo cities A and B are connected by a 200km long train line. A train leaves A for B at 20 km / h at the same time as another train leaves B for A at 5 km / h. In the samemoment a fly leaves from A to B following the train line. The fly flies at 40 km / h until it collides with train B. At that moment it returns instantly and follows the train line until it collides with train A. At that moment it returns instantly and follows the line of the train. train until it collides with train B. The fly continues this process, traveling ever smaller distances until the two trains meet. (It is an ideal problem and the fly does not get squashed by the trains).What is the total distance traveled by the fly?for the given circuit find p & q for the load as shown

