An electric doorbell uses an electromagnet to pull on a steel hammer that rings the bell. The electromagnet has inductance 65.0 mH and resistance 6.36 N Part A (meaning you can treat it as an LR circuit with the inductance in series with the resistance). It operates from a 6.00-V source. How long does it take for the current in the electromagnet to reach 0.650 A? Express your answer with the appropriate units. HA t = Value Units Submit Request Answer

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Author:Raymond A. Serway, Chris Vuille
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Chapter1: Units, Trigonometry. And Vectors
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### Understanding LR Circuits in Doorbells

**Overview:**
An electric doorbell operates using an electromagnet to pull on a steel hammer, which strikes the bell. 

**Components:**
- **Electromagnet Specifications:**
  - Inductance: \(65.0 \, \text{mH}\)
  - Resistance: \(6.36 \, \Omega\)
- **Power Source:**
  - Voltage: \(6.00 \, \text{V}\)

**Circuit Analysis:**
The circuit can be analyzed as an **LR circuit**, comprising an inductance in series with resistance. 

**Problem Statement:** 
Determine the time required for the current in the electromagnet to reach \(0.650 \, \text{A}\).

**Instructions:**
- Enter your answer in the provided fields with the appropriate units.

**Interface Elements:**
- Answer field for time (\(t\)) value input.
- Units selection dropdown.
- Submit button for answer submission.
- Additional request for answer assistance if needed.

**Note:** 
Apply the natural response formula for LR circuits to solve for time.
Transcribed Image Text:### Understanding LR Circuits in Doorbells **Overview:** An electric doorbell operates using an electromagnet to pull on a steel hammer, which strikes the bell. **Components:** - **Electromagnet Specifications:** - Inductance: \(65.0 \, \text{mH}\) - Resistance: \(6.36 \, \Omega\) - **Power Source:** - Voltage: \(6.00 \, \text{V}\) **Circuit Analysis:** The circuit can be analyzed as an **LR circuit**, comprising an inductance in series with resistance. **Problem Statement:** Determine the time required for the current in the electromagnet to reach \(0.650 \, \text{A}\). **Instructions:** - Enter your answer in the provided fields with the appropriate units. **Interface Elements:** - Answer field for time (\(t\)) value input. - Units selection dropdown. - Submit button for answer submission. - Additional request for answer assistance if needed. **Note:** Apply the natural response formula for LR circuits to solve for time.
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