A minterm is a specific product term in Boolean algebra that represents a unique combination of variable states (either true or false) in a truth table. Each minterm corresponds to a row in the truth table where the function evaluates to true (1), and it can be expressed as the logical AND of all variables, either in their original or complemented form. Minterms are crucial for simplifying and constructing Boolean functions, as they allow for a systematic representation of all possible inputs that yield a true output.
congrats on reading the definition of minterm. now let's actually learn it.