Understanding Logic Gates: Theory and Practical Implementation

This is a logic circuit with an associated truth table.

Components:

1. Inputs (A, B, C): These are binary inputs that can be either 0 (low) or 1 (high).

2. Logic Gate (Greater than 1): 

   - This gate checks if the sum of inputs A, B, and C is greater than 1.

3. Output (Y): The output will be 1 if the condition of the logic gate is satisfied (i.e., if more than one input is high).

Truth Table:

- The truth table shows all possible combinations of the inputs and the corresponding output:

  - When A, B, and C are all 0, Y is 0.

  - When one of A, B, or C is 1, Y is still 0.

  - When two inputs are high (e.g., A=1, B=1, C=0), Y becomes 1.

  - When all inputs are high (A=1, B=1, C=1), Y is also 1.

The below image depicts a physical circuit on a breadboard involving logic gates.

Components:

1. AND Gate: 

   - This gate outputs 1 only when all its inputs are 1.

2. OR Gate: 

   - This gate outputs 1 if at least one of its inputs is 1.

3. Buttons (A, B, C): 

   - These buttons serve as the inputs for the logic gates. When pressed, they provide a high (1) signal.

Functionality:

- Users can press buttons A, B, and C to control the input to the gates.

- The output from the AND and OR gates will change based on the combination of the inputs, demonstrating how the logic gates operate in real-time.

Both images illustrate fundamental concepts in digital logic design. The first image explains a logic condition with a truth table, while the second shows a practical implementation of logic gates on a breadboard, allowing users to interact with the circuit and observe the outputs based on different input combinations.