Determine the total resistance and the current flow in each branch for the circuit shown in the accompanying figure.

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**12.19** Determine the total resistance and the current flow in each branch for the circuit shown in the accompanying figure.
Transcribed Image Text:**12.19** Determine the total resistance and the current flow in each branch for the circuit shown in the accompanying figure.
The diagram illustrates an electrical circuit featuring a 12-volt power supply and three resistors arranged in series. 

- **Voltage Source**: A 12 V battery is depicted on the left side of the circuit.
- **Resistor 1 (R₁)**: Positioned after the voltage source, this resistor has a resistance of 6 ohms (Ω) and is connected to a light bulb.
- **Resistor 2 (R₂)**: Located in the middle of the circuit, it has a resistance of 3 ohms (Ω).
- **Resistor 3 (R₃)**: This resistor, also connected to a light bulb, has a resistance of 6 ohms (Ω) and is found on the right side.

The sequence of the components showcases how electrons flow through the resistors and light bulbs, which affects the brightness and energy consumption of each bulb based on the resistance values. The total equivalent resistance of the circuit can be calculated by summing up the values of the individual resistors.
Transcribed Image Text:The diagram illustrates an electrical circuit featuring a 12-volt power supply and three resistors arranged in series. - **Voltage Source**: A 12 V battery is depicted on the left side of the circuit. - **Resistor 1 (R₁)**: Positioned after the voltage source, this resistor has a resistance of 6 ohms (Ω) and is connected to a light bulb. - **Resistor 2 (R₂)**: Located in the middle of the circuit, it has a resistance of 3 ohms (Ω). - **Resistor 3 (R₃)**: This resistor, also connected to a light bulb, has a resistance of 6 ohms (Ω) and is found on the right side. The sequence of the components showcases how electrons flow through the resistors and light bulbs, which affects the brightness and energy consumption of each bulb based on the resistance values. The total equivalent resistance of the circuit can be calculated by summing up the values of the individual resistors.
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