Verify Stoke's theorem for the square region in the yz plane with coordinates (0,0,0), (0,1,0), (0,1,1), (0,01) and the function F= (2x213y²) ay 14y² az b D. S. (DXA) · d 12 §. A.di ds L
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- 24. In time domain represenatation of a signal, a signal with an expression of 220 cos (377t -90) is also equal to +220 sin (377t) True False 25. A phasor can be represented or expressed in either rectangular form (x +j y) or exponential form (z cis n) True False 26. To perform phasor multiplication, its better expressed the phasors in polar form and then get the product of all the individual magnitudes (amplitudes)and get the difference of all the individual arguments (phase angles). True FalseI need help with this problem and an explanation of the solution for the image described below. (Introduction to Signals and Systems)1. – 4.) Sketch the positive root locus of the system shown below with the following choices of G(s). State the asymptote angles and their centroid. Determine the arrival and departure angles at any complex pole, complex zero, and repeated pole/zero. The frequencies of any imaginary axis crossings. The locations of any repeated roots (e.g. break-in or break-away points). Vify vo rlocus Funotion n latiau to Outalh the Exaci 100t 10cus. T0ur ld ha dieplayod at ler seles Σ K G(s) s+4 1) G (s) s2-14s+130 s2+2s+145 2) G (s) (s+8)(s²+4s+5) s2-4s+20 3) G(s) = (s+4)(s+6)(s²+4s+20) 1 4) G (s) = s4+8s3+44s²+112s+160 +
- Problem 2, Phasor C Given the AC phasor V =4j [V] and the source frequency w, restore the corresponding real-valued voltage as a function of time in the form v (t) = Vm cos(wt + 4) [V]. Enter your answer for Vm in volts here, keep 3 significant digits: Question 12 Given the signal you found for Phasor C in the previous question, enter your answer for ø in degrees (not in radians) here, keep 3 significant digits:clean explanation pleasePlease help me D. E. F. ONLY
- For the system below, Using the routh Hurwitz method, find the number of the poles in the left half-plane, the right half-plane, and on the jg-axis. Show all work neatly R(s) + E(s). C(s) G(s) 2 G(s): s(2s4 + 3s3 + 2s² + 3s + 2)Advanced lab students are learning to use phasor diagrams to analyze RLC series circuits. They are given the following phasor diagram, and they are told that the AC power source has a frequency of 60.0 Hz and the resistor has a resistance of 90.5 0. Four vectors and a directional arrow are positioned on a coordinate plane. All vectors begin at the origin. In counterclockwise order, starting from the bottom: vector labeled AV = 15.0 V points down along the vertical axis; a second vector labeled AVR = 20.0 V points to the right along the horizontal axis; a third vector labeled AV. forming an angle of o with the horizontal axis; and a fourth vector labeled AV, = 25.0 V points up along Vmax points up and to the right the vertical axis. A dashed line indicates that the horizontal component of AVy equals the value of AV.. A curved arrow pointing counterclockwise is labeled w. The students are then asked to determine the following. (a) the maximum voltage AVay (in V) across the series RLC…Please help me with B C AND E
- Mixed real and complex poles Sketch the root locus with respect to K for the equation 1+ KL(s) = 0 and the following choices for L(s). Be sure to give the asymptotes, arrival and departure angles at any complex zero or pole, and the frequency of any imaginary-axis crossing. After completing each hand sketch verify your results using MATLAB. Turn in your hand sketches and the MATLAB results on the same scales. (a) L(s) = (s+2) s(s+ 10) (s² + 2s + 2)Will you please help me solve questions 1 and 2?1. – 4.) Sketch the positive root locus of the system shown below with the following choices of G(s). State the asymptote angles and their centroid. Determine the arrival and departure angles at any complex pole, complex zero, and repeated pole/zero. The frequencies of any imaginary axis crossings. The locations of any repeated roots (e.g. break-in or break-away points). ny your 1oui SKeto and thO Prayeu Σ K G(s)