(6) (a) Calculate V. Å at point P(-3,4,2) CAR; if A = x²êx + xêy + 2 y z êz. (b) Find V. B at pointP(5, 30°, 1) CYL, if B = 3p sin() êp - 5p²z ê +8 z cos 2(4)êz. (c) Calculate V.Č at pointP(2,+,+) SPH, given that C = r² cos(4) ê, + 2rê.

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Answered: (6) (a) Calculate V. Å at point…

Introductory Circuit Analysis (13th Edition)

13th Edition

ISBN:9780133923605

Author:Robert L. Boylestad

Publisher:Robert L. Boylestad

Chapter1: Introduction

Section: Chapter Questions

Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...

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Can you please explain how do I write ZL from rectangular form to a phasor form (see attached the result highlighted in green)? My book says the result should be 3.142<90 Ohms which in phasor form. I don't know how this gets converted
A. Draw the waveforms of the ff: a.) i, = 10 sin(wt + 30°)A b.) iz = 10 cos(wt - 45°) A c.) iz = 15 coswt d.) is = 14 cos(wt + 30°) A e.) is = 20 sin(wt - 90°) A f.) is = 30 sinwt B. Draw the vector diagram and find the equation of the resultant current.
Q8 - You wish to end up with a 2um width metal line (measured at the top of the metal lead cross section). A) You are using an isotropic wet etch process on a 1um thick metal layer. What linewidth should the protective photoresist line be to get these results? Sketch the resulting structure before photoresist strip. B) now you are using a completely anisotropic etch, what is the requisite linewidth of the photoresist to achieve the same end goal? Sketch the resulting structure before the stripping of the photoresist.
Problem 5: Complex numbers z₁ and z₂ are given by Z₁ 52 60° Z₂ = 4445° - a. Determine the product z₁z₂ in polar form. b. Determine the product z₁z2 in polar form. c. Determine the ratio z₁/Z₂ in polar form. d. Determine the ratio z₁*/z₂* in polar form. e. Determine √√₁ in polar form.
How can you use a vector network analyser to measure frequency when the characteristic impedance is 125 ohms? What would be the new characteristic impedance?
The figure below is a cross-sectional view of a coaxial cable. The center conductor is surrounded by a rubber layer, an outer conductor, and another rubber layer. In a particular application, the current in the inner conductor is I, = 1.16 A out of the page and the current in the outer conductor is I, = 2.90 A into the page. Assuming the distanced = 1.00 mm, answer the following. d (a) Determine the magnitude and direction of the magnetic field at point a. 2.32e-4 magnitude If you construct an imaginary circle of radius d passing through point a, how much current passes through this circle? UT direction ---Select--- (b) Determine the magnitude and direction of the magnetic field at point b. 1.16e-4 magnitude You can approach this problem by finding the field produced by current I, and the field produced by I, and then adding them vectorially. µT direction ---Select---
A resistor, an inductor, and a capacitor are connected in parallel to an ac source with voltage amplitude V and angular frequency v. Let the source voltage be given by v = Vcosvt. (a) Show that each of the instantaneous voltages vR, vL, and vC at any instant is equal to v and that i = iR + iL + iC, where i is the current through the source and iR, iL, and iC are the currents through the resistor, inductor, and capacitor, respectively. (b) What are the phases of iR, iL, and iC with respect to v? Use current phasors to represent i, iR, iL, and iC. In a phasor diagram, show the phases of these four currents with respect to v. (c) Use the phasor diagram of part (b) to show that the current amplitude I for the current i through the source is I = √(I2R) + (IC - IL)2 . (d) Show that the result of part (c) can be written as I = V/Z, with 1/Z = √ (1/R2) + [ωC - (1/ωL)]2.
the question is have is solve z1/z2 in polar form. z1= 3-j2 and z2=-4+j2. i solved that z1 polar is 3.61e^-j33.69degrees. z2 polar is 4.47e^j153.43 degrees. so i get 0.81 for magnitude. for the angle I take -33.69degrees-153.43 degrees. I get -187.12 degrees. Per my calculator I get 0.8062 so mag is correct but the angle is 172.875. adding or subtracting 180 doesn't get me there. Where am I going wrong?
form. 5. For addition and subtraction of phasors, we use the 1. Rectangular 2. Polar 3. Either rectangular or polar 4. Neither rectangular nor polar
Consider the following characteristics equation:P(Z) = Z3 – 1.3 Z2- 0.08Z+0.24=0Determine whether or not any of the roots of the characteristic’s equation lie outside the unit circle in the Z plane. Use the bilinear transformation and the Routh stability criterion.

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(6) (a) Calculate V. Å at point P(-3,4,2) CAR; if A = x²êx + xêy + 2 y z êz. (b) Find V. B at point P(5, 30°, 1) CYL, if B = 3p sin() êp - 5p²z ê +8 z cos 2(4)êz. (c) Calculate V.Č at point P(2,+,+) SPH, given that C = r² cos(4) ê, + 2rê.