2-1 Determine Zrexpressed in phasor form. R L = 0.3 H v = 240 sin(120 n t) (AC C- 40 μ R = 22 Q 2-2 What is the current through the capacitor? R=12 XL=842 I= 5AZ30° Xc=20
2-1 Determine Zrexpressed in phasor form. R L = 0.3 H v = 240 sin(120 n t) (AC C- 40 μ R = 22 Q 2-2 What is the current through the capacitor? R=12 XL=842 I= 5AZ30° Xc=20
College Physics
11th Edition
ISBN:9781305952300
Author:Raymond A. Serway, Chris Vuille
Publisher:Raymond A. Serway, Chris Vuille
Chapter1: Units, Trigonometry. And Vectors
Section: Chapter Questions
Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...
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Question
![**2-1 Determine \( Z_T \) Expressed in Phasor Form**
The first diagram is an RLC series circuit driven by an AC voltage source. The given elements and their values are:
- Resistor (\( R \)) = 22 \(\Omega\)
- Capacitor (\( C \)) = 40 \(\mu F\)
- Inductor (\( L \)) = 0.3 H
The AC voltage source is described by the function:
\[ v = 240 \sin(120 \pi t) \]
**Objective:** Calculate the total impedance \( Z_T \) expressed in phasor form.
---
**2-2 What is the Current Through the Capacitor?**
The second diagram shows a series RLC circuit where:
- Resistor \( R = 1 \Omega \)
- Inductive Reactance \( X_l = 8 \Omega \)
- Capacitive Reactance \( X_c = 2 \Omega \)
The source current is given as:
\[ I = 5 \angle 30^\circ \]
**Objective:** Determine the current through the capacitor.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fea485405-1c43-422c-9b24-f920fdcd7ceb%2F06091940-7514-4d26-8515-a370e8efe1b4%2F5vhymbl_processed.jpeg&w=3840&q=75)
Transcribed Image Text:**2-1 Determine \( Z_T \) Expressed in Phasor Form**
The first diagram is an RLC series circuit driven by an AC voltage source. The given elements and their values are:
- Resistor (\( R \)) = 22 \(\Omega\)
- Capacitor (\( C \)) = 40 \(\mu F\)
- Inductor (\( L \)) = 0.3 H
The AC voltage source is described by the function:
\[ v = 240 \sin(120 \pi t) \]
**Objective:** Calculate the total impedance \( Z_T \) expressed in phasor form.
---
**2-2 What is the Current Through the Capacitor?**
The second diagram shows a series RLC circuit where:
- Resistor \( R = 1 \Omega \)
- Inductive Reactance \( X_l = 8 \Omega \)
- Capacitive Reactance \( X_c = 2 \Omega \)
The source current is given as:
\[ I = 5 \angle 30^\circ \]
**Objective:** Determine the current through the capacitor.
Expert Solution
Step 1
In the given question, We have to determine the value of ZT in part(a) and current through the capacitor in part(b).
Step by step
Solved in 4 steps with 3 images
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