In the last lesson, we learned how computers use 0s and 1s to represent information. But how do they perform calculations and make decisions? This is where logic gates come in. They are like tiny switches that follow specific rules to process information.
While the above gates are essential, there are two special ones called NAND and NOR gates. These are universal because any other logic gate can be built using only NAND or NOR gates! This makes them extremely versatile in building complex digital circuits.
We will explore these concepts further in detail with examples and diagrams in the upcoming sections.
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What defines a universal gate in digital logic?
Which gates fall into the category of universal gates?
What is the Boolean expression for a NAND gate?
When do we get the output “1” in a NAND gate?
What is the Boolean expression for a NOR gate?
When do we get the output “0” in a NOR gate?
What is the difference between basic logic gates and universal logic gates?
How many basic logic gates are typically used in digital circuits?
What are the most basic logic gates?
What characteristic makes NAND and NOR gates universal?