What is a flip-flop?
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A flip-flop is a type of digital circuit used in electronics to store and toggle binary data. It's a fundamental building block in memory storage, registers, and sequential logic circuits. Flip-flops have two stable states, representing binary 0 and 1, and can be triggered by clock signals to change states, allowing them to hold data.

There are several types of flip-flops, including:

1. **SR (Set-Reset) Flip-Flop**: Has two inputs (Set and Reset) that control the output state.
2. **D (Data or Delay) Flip-Flop**: Captures the value of the data input (D) on the clock's rising or falling edge.
3. **JK Flip-Flop**: A versatile flip-flop that can toggle its state based on input values.
4. **T (Toggle) Flip-Flop**: Changes state with each clock pulse if the toggle input is high.

Flip-flops are crucial in designing memory units, counters, and state machines in digital systems.
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A **flip-flop** is a fundamental building block in digital electronics, primarily used for **storing binary data**. It is a type of **bistable multivibrator**, meaning it has two stable states (usually represented as 0 and 1) and can maintain its state indefinitely until triggered to switch. Flip-flops are widely used in **memory devices**, **counters**, and **shift registers**.

There are several types of flip-flops, each defined by how they change states:

1. **SR Flip-Flop (Set-Reset Flip-Flop)**: Has two inputs: Set (S) and Reset (R). Depending on the combination of these inputs, it either sets (stores 1), resets (stores 0), or holds its previous state.

2. **D Flip-Flop (Data or Delay Flip-Flop)**: It captures the input value (D) on a clock signal and holds it until the next clock cycle. It’s used for data storage and synchronization.

3. **JK Flip-Flop**: A more versatile version of the SR flip-flop that avoids invalid states. It toggles between 0 and 1 when both inputs are high.

4. **T Flip-Flop (Toggle Flip-Flop)**: Toggles its state (from 0 to 1 or vice versa) each time it is triggered.

Flip-flops are crucial in sequential circuits where the current output depends not only on the current input but also on previous inputs.
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