%3DSee the following circuit. Assume e = (v2)(20 V) sin(1000r + 40°), R= 14 2, L= 72 mH, R:= 26 2%3Dand C= 22 µF, find:a) Total impedance Zr in polar form.b) Total current I in polar form.c) Voltage Ve across the inductor C in polar form.d) Voltage Vi. across the capacitor L in polar form.e) Power factor seen by the voltage source e.R2+ VRI -+ VR2-VcVLI.EZ7 -

Answered: Image /qna-images/answer/cdfd0ee6-abb8-401b-bc2e-5243f4387e49.jpg

Answered: %3D See the following circuit. Assume e…

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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Find VGSQ and IDQ. Assume VT= 0.7V, Kn= 22.2 mA/V2 and infinite capacitances.
27. A phasor can be represented or expressed in either rectangular form (x +j y) or polar form (z cis n) True False 28. By convention, values obtain from time domain representation are always real while in phasor domain representation, values are generally expressed in complex form. True False 31. Value of capacitance is usually affected by the following physical dimensions and construction of a capacitor: such as number of turns, its length, its cross-sectional area and the permeability of the core. True False
(f) Is the circuit inductive or capacitive in nature? Explain your answer.
Consider an LRC series circuit with a resistance of 2.5 ohms, capacitance of 0.1 farad, aninductance of 0.1 henry and electromotive force, volts. Given thatAssume there is no initial charge and no initial current on thecapacitor.The equation of the charge q(t), on the capacitor at any time t q(t)=C1e−5t+C2e−20t+0.05cost+0.2sint . (Do not solve the coefficients). a) State the equation of the current, i(t). b) State the transient and the steady-state current. c) What is the current after a long time.
Question 6 Given a formula for i(t)=10sin(200pit+pi/8) across a capacitor (C=5microfarads). Find the expression of the voltage v(t) across the capcitor. Where Im confused is after integrating the Current and dividing it by C=5microfarads do we need to add +K at the end of the expression? Full explainthe this question very fast solution sent me step by step Don't ignore any part all part work u Text typing work only not allow paper work ......
Between the plates of a capacitor with an area of A = 40 cm², and distance between the plates of d = 30 cm, three dielectric materials are placed, as shown in the following figure. what is the equivalent capacitance of the capacitor with the three dielectric materials with permittivities ε1= 0.20 F / m, ε2=0.30 F / m, ε3= 0.40 F / m ? a) 3,7mF b) 6,7mF c) 9,7mF d)10mF e)none of the alternatives
Find the charge q(t) on the capacitor of the LRC circuit in series, when: L = 0.25, R = 10,000. C = 0.001. Initial conditions, Q (0) = Qo, I(t) = dq/dt = 0, E(t) = 0 (Homogeneous equation). a)Write the EDO to solve b) General solution q(t) = c) Particular solution q(t) =
Given the circuit, a) Compute for the equivalent capacitance b) Compute for the Q1, Q2, Q3, and Q4 (i.e., the Q of each capacitor) c) Compute for the V1, V2, V3, and V4 (i.e., the V of each capacitor)
1) Suppose the capacitor plates have a meaured diameter of (0.210+/-0.001) m and a plate separation of (0.020 +/- 0.001)m. Calculate the capacitance (including uncertainty) of the variable capacitor. 2) The separation (d) for the capacitor in Problem 1 is aried and the capacitance is meauresd for 5 separations. Thes points are recorded in the following table: Note: The Table is in the image. A) Calculate the reciprocal of the separation and prepare a new table that has the separation, reciprocal of the separation and capacitance. Do not calculate uncertainties for the reciprocal separation. B)Plot on graph paper the capacitance vs. the reciprocal separation. C) Determine the slope of this line. D) Use the diameter of the plates from Problem 1 and the slope from part C of the problem to calculate the value of esub0 from this data.
A resistance of 100 Ω, an inductance of 0.1 H, and a capacitance of 5(10−5) F are connected in series.If the total electromotive force is given by 110 sin 377t, such that at t = 0,Q = 0, and i = 0, find thecurrent for t > 0. Answer: i = −1.173e −276t + 1.008e −724t + 0.165 cos 377t + 1.075 sin 377t
A resistor'R' with resistance value of 24 ohm, an inductor 'L' with inductance 20mH, and a capacitor 'C' with capacitance 50 micro Farrad are connected in series with a AC voltage v(t) where v(t) = 50 cos (2 vt + 30 degrees) v. Determine the current i(t) and total impedance if the frequency f is i. 60 Hz ii. 400Hz
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