Suppose that the inductance is zero (L = 0 H) in a series RCL circuit. The rms voltages across the generator and the resistor are 50 and 29 V, respectively. What is the rms voltage across the capacitor? Note: The ac current and voltage are rms values and power is an average value unless indicated otherwise. Number i Units

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Chapter1: Units, Trigonometry. And Vectors
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### Current Attempt in Progress

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### Problem Statement:

Suppose that the inductance is zero (L = 0 H) in a series RCL circuit. The rms voltages across the generator and the resistor are 50 V and 29 V, respectively. What is the rms voltage across the capacitor? *Note: The ac current and voltage are rms values and power is an average value unless indicated otherwise.*

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### Answer Submission:

- **Number:** [Input Field]
  
- **Units:** [Dropdown Menu]   

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### Explanation:

In this problem, you are asked to calculate the root-mean-square (rms) voltage across the capacitor in a series RCL circuit with no inductance. You are provided with the rms voltages across the generator and the resistor.

1. **Given Data:**
   - Inductance (L) = 0 H
   - Rms voltage across the generator (V_generator rms) = 50 V
   - Rms voltage across the resistor (V_resistor rms) = 29 V

2. **Required:**
   - Rms voltage across the capacitor (V_capacitor rms)

3. **Notes:**
   - Only rms values are used for all current and voltage calculations.
   - Power is considered as an average value where necessary.

To solve the problem, apply the concept of voltages in a series circuit using the Pythagorean theorem or other relevant electrical formulas involving rms values.

You will likely need access to a calculator or software to enter your final value and verify your calculations.
Transcribed Image Text:### Current Attempt in Progress --- ### Problem Statement: Suppose that the inductance is zero (L = 0 H) in a series RCL circuit. The rms voltages across the generator and the resistor are 50 V and 29 V, respectively. What is the rms voltage across the capacitor? *Note: The ac current and voltage are rms values and power is an average value unless indicated otherwise.* --- ### Answer Submission: - **Number:** [Input Field] - **Units:** [Dropdown Menu] --- ### Explanation: In this problem, you are asked to calculate the root-mean-square (rms) voltage across the capacitor in a series RCL circuit with no inductance. You are provided with the rms voltages across the generator and the resistor. 1. **Given Data:** - Inductance (L) = 0 H - Rms voltage across the generator (V_generator rms) = 50 V - Rms voltage across the resistor (V_resistor rms) = 29 V 2. **Required:** - Rms voltage across the capacitor (V_capacitor rms) 3. **Notes:** - Only rms values are used for all current and voltage calculations. - Power is considered as an average value where necessary. To solve the problem, apply the concept of voltages in a series circuit using the Pythagorean theorem or other relevant electrical formulas involving rms values. You will likely need access to a calculator or software to enter your final value and verify your calculations.
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