ur and Torm an LC that A capacitor of capacitance current amplitude of 3 mA. What are the inductance, the total energy in t charge on the capacitor? The inductance, L = 3.04 Units µH

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Chapter1: Units, Trigonometry. And Vectors
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### LC Circuit Problem

A capacitor of capacitance 130 μF and an inductor form an LC circuit that oscillates at 8 kHz, with a current amplitude of 3 mA. What are the inductance, the total energy in the circuit, and the maximum charge on the capacitor?

**The inductance, L = 3.04 μH** ✔️

**The total energy, U = 2.30 nJ** ✔️

**The maximum charge, Q<sub>max</sub> = 299 μC** ❌

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In this problem, the student is asked to determine three quantities in an LC circuit:

1. **Inductance (L)**: The inductance was correctly calculated to be 3.04 μH.
   
2. **Total Energy (U)**: The correct total energy stored in the circuit is 2.30 nJ.
   
3. **Maximum Charge (Q<sub>max</sub>)**: The value provided, 299 μC, is incorrect.

This example helps illustrate how to calculate the properties of an LC circuit when given certain specifications.

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Transcribed Image Text:--- ### LC Circuit Problem A capacitor of capacitance 130 μF and an inductor form an LC circuit that oscillates at 8 kHz, with a current amplitude of 3 mA. What are the inductance, the total energy in the circuit, and the maximum charge on the capacitor? **The inductance, L = 3.04 μH** ✔️ **The total energy, U = 2.30 nJ** ✔️ **The maximum charge, Q<sub>max</sub> = 299 μC** ❌ --- In this problem, the student is asked to determine three quantities in an LC circuit: 1. **Inductance (L)**: The inductance was correctly calculated to be 3.04 μH. 2. **Total Energy (U)**: The correct total energy stored in the circuit is 2.30 nJ. 3. **Maximum Charge (Q<sub>max</sub>)**: The value provided, 299 μC, is incorrect. This example helps illustrate how to calculate the properties of an LC circuit when given certain specifications. ---
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