Gate theory
A NOT gate, also called an inverter, produces the opposite value of its single input.
Explore the NOT gate by switching one input and watching the output invert instantly. Learn the Boolean expression, input-output behavior, and digital circuit logic through a focused OpenLabs interactive simulator.
| Input | Output |
|---|---|
| 0 | 1 |
| 1 | 0 |
A NOT gate, also called an inverter, produces the opposite value of its single input.
Change binary inputs and observe how the output responds in real time.
Map every possible input combination to the correct digital output.
Connect Boolean algebra with the digital building blocks used inside computers.
When the input is 0, the NOT gate outputs 1. When the input is 1, it outputs 0. The simulator helps students connect symbols, Boolean expressions, truth tables, and circuit output without needing physical hardware.
Understand how an inverter changes a binary signal.
Read the NOT gate truth table correctly.
Connect NOT logic with Boolean complements.
Use the simulator to see input inversion instantly.
Open the NOT gate lab, toggle the binary input controls, and watch the output update immediately. The visual circuit and truth table make each Boolean result easier to verify.
Explore the AND gate by switching inputs, reading the truth table, and seeing why the output becomes 1 only when every input is 1.
Experiment with the NAND gate, a universal logic gate that gives 0 only when every input is 1.
Use the NOR gate simulator to see why the output is 1 only when every input is 0.
Explore the OR gate and see why the output becomes 1 when at least one input is 1.
Use the XNOR gate simulator to see why the output is 1 when both inputs are the same.
Explore the XOR gate and see why the output becomes 1 only when the two inputs are different.
A NOT gate is a single-input logic gate that outputs the opposite of the input.
It is called an inverter because it changes 0 to 1 and 1 to 0.
The common Boolean expression is Y = A', where the apostrophe represents NOT.
Toggle inputs, verify the truth table, and build confidence with digital logic through a live OpenLabs simulator.