Discrete Mathematics
A minterm is a specific type of product term in Boolean algebra that represents a single unique combination of variable states in a function. It is the result of an AND operation on all the variables, where each variable can be in either its true or complemented form. Minterms are essential in the simplification and minimization of Boolean functions, as they provide a systematic way to express all possible combinations that result in a true output.
congrats on reading the definition of minterm. now let's actually learn it.