In the figure below, find currents ı, lz and I. If the current should point in the opposite direction, state so. (Show all calculations and sketches clearly)

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### Transcription and Explanation of the Given Electrical Circuit Diagram

#### Description:

The diagram presents an electrical circuit with three voltage sources and three resistors, connected as described below:

- A 12V battery between points A and E.
- A 9V battery between points E and D.
- A 3V battery oriented between points F and C.
- A 5Ω resistor between points A and B.
- A 10Ω resistor between points F and E.
- Another 5Ω resistor between points E and D.

#### Detailed Explanation of the Circuit:

1. **Components:**
   - **Voltage Sources:**
     - **12V** between point A and point E
     - **9V** between point E and point D
     - **3V** between point F and point C

   - **Resistors:**
     - **5Ω** between point A and point B
     - **10Ω** between point F and point E
     - **5Ω** between point E and point D

2. **Currents:**
   - **I1**: Current flowing into point D.
   - **I2**: Current flowing downward from point C.
   - **I3**: Current flowing upward from point B.

3. **Connections:**
   - One side of the 12V battery is connected to point A, with a connection through a 5Ω resistor to point B, proceeding to point C.
   - Point C is further connected through a downward-current I2, which points to the right side of the 3V battery facing point F.
   - From point F, the circuit has another 10Ω resistor connected leading to point E.
   - Below point E, the 5Ω resistor is connected, with the 9V voltage source stretching between point E and point D.
   - The current I1 flows into point D through the 9V supply, the left, and downward path back towards point E.

4. **Equation and Analysis Required:**
   - Currents I1, I2, and I3 need to be calculated, including verifying their direction. If any calculated current direction ends up counter to the initially presumed direction (shown by arrows in the diagram), it should be stated explicitly.

#### Objective:

To determine the values and directions of currents I1, I2, and I3 by applying Ohm's Law and Kirchhoff’s circuit laws.
Transcribed Image Text:### Transcription and Explanation of the Given Electrical Circuit Diagram #### Description: The diagram presents an electrical circuit with three voltage sources and three resistors, connected as described below: - A 12V battery between points A and E. - A 9V battery between points E and D. - A 3V battery oriented between points F and C. - A 5Ω resistor between points A and B. - A 10Ω resistor between points F and E. - Another 5Ω resistor between points E and D. #### Detailed Explanation of the Circuit: 1. **Components:** - **Voltage Sources:** - **12V** between point A and point E - **9V** between point E and point D - **3V** between point F and point C - **Resistors:** - **5Ω** between point A and point B - **10Ω** between point F and point E - **5Ω** between point E and point D 2. **Currents:** - **I1**: Current flowing into point D. - **I2**: Current flowing downward from point C. - **I3**: Current flowing upward from point B. 3. **Connections:** - One side of the 12V battery is connected to point A, with a connection through a 5Ω resistor to point B, proceeding to point C. - Point C is further connected through a downward-current I2, which points to the right side of the 3V battery facing point F. - From point F, the circuit has another 10Ω resistor connected leading to point E. - Below point E, the 5Ω resistor is connected, with the 9V voltage source stretching between point E and point D. - The current I1 flows into point D through the 9V supply, the left, and downward path back towards point E. 4. **Equation and Analysis Required:** - Currents I1, I2, and I3 need to be calculated, including verifying their direction. If any calculated current direction ends up counter to the initially presumed direction (shown by arrows in the diagram), it should be stated explicitly. #### Objective: To determine the values and directions of currents I1, I2, and I3 by applying Ohm's Law and Kirchhoff’s circuit laws.
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