1. For an ideal capacitor, the impedance has __________. (Choose one)Group of answer choices- no real component and a positive reactive component- no real and no reactive components- negative real component and no active component- positive real component and no reactive component- no real component and a negative reactive component 2. Select the response that best describes the phase relationship between v1(t) and i1(t). (Choose one)v1(t) = 7cos(100t-π/6)i1(t) = 3cos(100t+π/2)Group of answer choices- v1(t) is in phase with i1(t)- v1(t) is leading i1(t) by π/6- v1(t) is leading i1(t) by 3π/6- i1(t) is leading v1(t) by 3π/6- i1(t) is leading v1(t) by 2π/6- v1(t) is leading i1(t) by 4π/6- i1(t) is leading v1(t) by 4π/6- i1(t) is leading v1(t) by π/6- v1(t) is leading i1(t) by 2π/6 At 9.3 kHz, an inductor has an impedance of 4.4j Q. What is the inductance, in uH, of theinductor? What is the magnitude of the impedance, in Q, of the following circuit element?C = 8.8 uF600 rad/s%3DHH

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Answered: 1. For an ideal capacitor, the…

Delmar's Standard Textbook Of Electricity

7th Edition

ISBN:9781337900348

Author:Stephen L. Herman

Publisher:Stephen L. Herman

Chapter21: Resistive-capacitive Series Circuits

Section: Chapter Questions

Problem 7RQ: An RC series circuit is connected to a 120-V, 60-Hz power source. The resistor is 25 and has a...

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Question

1. For an ideal capacitor, the impedance has __________. (Choose one)

Group of answer choices

- no real component and a positive reactive component

- no real and no reactive components

- negative real component and no active component

- positive real component and no reactive component

- no real component and a negative reactive component

2. Select the response that best describes the phase relationship between v₁(t) and i₁(t). (Choose one)

v₁(t) = 7cos(100t-π/6)
i₁(t) = 3cos(100t+π/2)

Group of answer choices

- v₁(t) is in phase with i₁(t)

- v₁(t) is leading i₁(t) by π/6

- v₁(t) is leading i₁(t) by 3π/6

- i₁(t) is leading v₁(t) by 3π/6

- i₁(t) is leading v₁(t) by 2π/6

- v₁(t) is leading i₁(t) by 4π/6

- i₁(t) is leading v₁(t) by 4π/6

- i₁(t) is leading v₁(t) by π/6

- v₁(t) is leading i₁(t) by 2π/6

At 9.3 kHz, an inductor has an impedance of 4.4j Q. What is the inductance, in uH, of the
inductor?

What is the magnitude of the impedance, in Q, of the following circuit element?
C = 8.8 uF
600 rad/s
%3D
HH

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