Figure n V/0⁰ 0.2 0 ww + a 0.3 0 m 12.4 V/120° ¹₂ mmom 1.60 0.80 V-120° 0.4 Ω b с j3.4ΩΑ j5.6 MB ammommy 7902 0.72 mmom j550 momm 79 02 1520 N j2.8 0 1.6 0 7802 j72 nc momm 150 Ω 1 of 1 > ▼ Part C Find VAB- Express your answer in volts to three significant figures. Enter your answer using angle notation. Express argument in degrees. VAB = Submit Part D 15. ΑΣΦ 414 vec Request Answer Submit Is the circuit a balanced or unbalanced three-phase system? O balanced Ounbalanced Request Answer S < Return to Assignment Provide Feedback F ? V

Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
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**In the circuit in (Figure 1), \( V_{\text{in}} = 300 \, \text{V}.**

### Part A
Find \( I_o \) in the circuit.

Express your answer in amperes to three significant figures. Enter your answer using angle notation. Express argument in degrees.

\[ I_o = \_\_\_\_ \, \text{A} \]

[Submit] [Request Answer]

### Part B
Find \( V_{AN} \).

Express your answer in volts to three significant figures. Enter your answer using angle notation. Express argument in degrees.

\[ V_{AN} = \_\_\_\_ \, \text{V} \]

[Submit] [Request Answer]
Transcribed Image Text:**In the circuit in (Figure 1), \( V_{\text{in}} = 300 \, \text{V}.** ### Part A Find \( I_o \) in the circuit. Express your answer in amperes to three significant figures. Enter your answer using angle notation. Express argument in degrees. \[ I_o = \_\_\_\_ \, \text{A} \] [Submit] [Request Answer] ### Part B Find \( V_{AN} \). Express your answer in volts to three significant figures. Enter your answer using angle notation. Express argument in degrees. \[ V_{AN} = \_\_\_\_ \, \text{V} \] [Submit] [Request Answer]
**Educational Content: Three-Phase Circuit Analysis**

**Figure Analysis:**

The diagram represents a three-phase electrical circuit with the following components and parameters:

- A three-phase voltage source with phase voltages labeled \(V_m\angle0^\circ\), \(V_m\angle-120^\circ\), and \(V_m\angle120^\circ\).
- Per-phase impedance values are indicated on the circuit.
  - For phase \( a \), the impedances are \( 0.2\ \Omega \), \( j1.6\ \Omega \), \( 0.8\ \Omega \), \( j3.4\ \Omega \), \( j55\ \Omega \), and \( 79\ \Omega \).
  - For phase \( b \), the impedances are \( 0.3\ \Omega \), \( j2.4\ \Omega \), \( b\ (not labeled) \), \( j5.6\ \Omega \), \( j52\ \Omega \), and \( 79\ \Omega \).
  - For phase \( c \), the impedances are \( 0.4\ \Omega \), \( j2.8\ \Omega \), \( 1.6\ \Omega \), \( j72\ \Omega \), \( j50\ \Omega \), and \( 78\ \Omega \).
- The diagram shows connections labeled \( a \), \( b \), \( c \), and neutral \( N \).

**Part C:**

*Objective:* Find \( V_{AB} \).

- You are required to calculate the voltage \( V_{AB} \) and express your answer in volts rounded to three significant figures.
- Use angle notation for expressing arguments in degrees.

**Part D:**

*Objective:* Determine the Balance of the System.

- Assess whether the given circuit is a balanced or unbalanced three-phase system.
- Options provided: 
  - Balanced
  - Unbalanced

Please note that a balanced system typically implies that all phases have equal impedances and phase angles. 

**Instructions:**

- Review the provided circuit diagram and calculations before submitting your answers.
- For Part C, use the provided input box to enter \( V_{AB} \).
- For Part D, select either "balanced" or "unbalanced" based on your analysis of the circuit.

**Additional Options:**

- Use the "Submit"
Transcribed Image Text:**Educational Content: Three-Phase Circuit Analysis** **Figure Analysis:** The diagram represents a three-phase electrical circuit with the following components and parameters: - A three-phase voltage source with phase voltages labeled \(V_m\angle0^\circ\), \(V_m\angle-120^\circ\), and \(V_m\angle120^\circ\). - Per-phase impedance values are indicated on the circuit. - For phase \( a \), the impedances are \( 0.2\ \Omega \), \( j1.6\ \Omega \), \( 0.8\ \Omega \), \( j3.4\ \Omega \), \( j55\ \Omega \), and \( 79\ \Omega \). - For phase \( b \), the impedances are \( 0.3\ \Omega \), \( j2.4\ \Omega \), \( b\ (not labeled) \), \( j5.6\ \Omega \), \( j52\ \Omega \), and \( 79\ \Omega \). - For phase \( c \), the impedances are \( 0.4\ \Omega \), \( j2.8\ \Omega \), \( 1.6\ \Omega \), \( j72\ \Omega \), \( j50\ \Omega \), and \( 78\ \Omega \). - The diagram shows connections labeled \( a \), \( b \), \( c \), and neutral \( N \). **Part C:** *Objective:* Find \( V_{AB} \). - You are required to calculate the voltage \( V_{AB} \) and express your answer in volts rounded to three significant figures. - Use angle notation for expressing arguments in degrees. **Part D:** *Objective:* Determine the Balance of the System. - Assess whether the given circuit is a balanced or unbalanced three-phase system. - Options provided: - Balanced - Unbalanced Please note that a balanced system typically implies that all phases have equal impedances and phase angles. **Instructions:** - Review the provided circuit diagram and calculations before submitting your answers. - For Part C, use the provided input box to enter \( V_{AB} \). - For Part D, select either "balanced" or "unbalanced" based on your analysis of the circuit. **Additional Options:** - Use the "Submit"
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