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It appears you are asking about **P-R**, which in the context of electronics usually refers to **Potentiometers (P)** and **Resistors (R)**, or potentially the **P-R relationship** in power and resistance (Ohm's Law).
Below is an overview of these fundamental electronic components and their properties.
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## 1. Resistors (R)
A resistor is a passive two-terminal electrical component that implements electrical resistance as a circuit element.
| Feature | Description |
| :--- | :--- |
| **Function** | To reduce current flow, adjust signal levels, and divide voltages. |
| **Unit** | Ohms ($\Omega$) |
| **Symbol** | Zig-zag line or a rectangular box. |
| **Types** | Fixed (Carbon film, Metal film), Power resistors, Surface Mount (SMD). |
### Mathematical Relationship (Ohm's Law)
The relationship between Voltage ($V$), Current ($I$), and Resistance ($R$) is defined as:
`V = I × R`
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## 2. Potentiometers (P)
A potentiometer (often called a "pot") is a three-terminal resistor with a sliding or rotating contact that forms an adjustable voltage divider.
### Key Characteristics:
* **Variable Resistance:** Unlike fixed resistors, you can change the resistance manually.
* **Construction:** Consists of a resistive element (track) and a wiper that moves along it.
* **Terminals:**
1. **Outer Terminal 1:** Input/Ground.
2. **Middle Terminal (Wiper):** Variable output.
3. **Outer Terminal 2:** Ground/Input.
### Common Uses:
1. **Volume Control:** Adjusting audio levels.
2. **Tuning:** Changing parameters in a circuit (e.g., brightness of an LED).
3. **Position Sensing:** Detecting the angle of a knob or joystick.
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## 3. The Power-Resistance Relationship (P-R)
In circuit design, "P-R" often refers to the calculation of **Power (P)** dissipation across a **Resistor (R)**. This is critical to ensure the component does not overheat.
### Power Formulas:
If you know the resistance and the current or voltage, you use these formulas:
| Formula | Use Case |
| :--- | :--- |
| $P = I^2 \times R$ | When you know the Current and Resistance. |
| $P = \frac{V^2}{R}$ | When you know the Voltage and Resistance. |
### Component Selection
When choosing a resistor or potentiometer, you must check its **Power Rating** (measured in Watts).
* **Example:** A 1/4W resistor can safely dissipate 0.25 Watts. If your $I^2R$ calculation exceeds this, the part will burn out.
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## Summary Comparison
| Component | Variability | Main Purpose |
| :--- | :--- | :--- |
| **Fixed Resistor (R)** | Static | Current limiting, Voltage biasing. |
| **Potentiometer (P)** | Adjustable | User interface, Calibration, Variable voltage. |
- ⤷
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