Use Gauss-Jordan Elimination method to solve the following system: 3x1+2x2 x3 = 4 2x1 x2+2x3 = 10 - x13x24x3 = 5.
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- Problem 3: Nodal Analysis Vs Hii V1 R4 V2 R1 -W- R2 ထိုသို့ 14 R3 13 R5 Using nodal analysis for node V1 and V2, derive the 2x2 matrix which is a function of the 1/Ri terms, the 2x1 vector for V1 and V2 and the 2x1 vector which is a function of Vs and 1/R1, hint see Lecture 1 Nodal analysis example. If R1 = 1 ohms, R2 = 2 ohms, R3 = 3 ohms, R4 = 4 ohms, R5 = 5 ohms and Vs = 6V, use Matlab to calculate V1 and V2 in volts. Using this V1 and V2 calculation, calculate the 13 and 14 currents in Amps. Show your derivation(s) and Matlab results.Pls I really need help T_T 30 minutes leftSubject: Ruth Guy Control Material. Please solve the question paper and pen
- a) Develop the circuit stamps for the circuit components in the circuit shown in Figure Q1 b) Write the matrix equation using Modified Nodal analysis (MNA) to find the voltages at points 1, 2 and 3 in the given circuit. L1 R1 C1 R2 C2 E1 E2 Figure Q1What is the relation between length of span and sag?: a. sag is directly proportional to square of span b. sag is inversely proportional to squareroot of span C. sag is inversely proportional to square of span d. sag is directly proportional to squareroot of spanDraw 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
- QUESTION 12 Consider the complex numbers Z3 and Z4 as defined below. Z3 2290 Z= 42 – 90° Compute Z4/Z3 and specify its angle in the box below in units of degrees. DO NOT ENTER UNITS IN THE BOX BELOW.2.35 For the circuit shown in Figure 2.29, convert the voltage sources to equiv- alent current sources and write nodal equations in matrix format using bus 0 as the reference bus. Do not solve the equations. 0.02 0 2 0.10 0.10 j.5N j.5N ーi19 Esi = 1.0 /30° V Es2 = 1.0 /0° V HIFor an NN square matrix A, in (N1) steps, the technique of Gauss elimination can transform into an ____________ matrix.
- First Draw the equation then solve it using double integral plz I need to solve expert I don't need to to solve Ai plz use by Hand and show me stThe simultaneous equations representing the currents flowing in an unbalanced, three-phase, star connected, electrical network are as follows: 2.4I1 + 3.6I2 + 4.8I3 = 1.2 −3.9I1 + 1.3I2 − 6.5I3 = 2.6 1.7I1 + 11.9I2 + 8.5I3 = 0 Using Gaussian elimination, solve the equations for the currents.An electrical cable is to be suspended across two machines. The machines are a distance L metres apart. L= 3482mm The cable forms the shape of a catenary of the form y = c cosh (x/c) where x = L/2. You have been asked to determine the fixing point height (y) if the minimum clearance (c) is to be 3m at the centre of the catenary.