Karnaugh maps are used to simplify Boolean expressions by grouping adjacent minterms in a truth table, which reduces the number of logical operations needed to implement the function.

In task 2, what method are you required to use to simplify the two functions provided before designing the circuit?

In the lab, which ICs are required to implement the logic diagram shown in Task 1?

Which of the following best defines a Boolean equation?

What is the main purpose of simplifying Boolean functions using Karnaugh maps?

For the following Boolean expression, how many AND, and OR gates are required: AB + ABC + A^'B

Solve using the rules of Boolean algebra: A^' + A = 

Simplified form of A^'B + A B is 1. 

ABC is example of maxterm.

AND is an example of combinational logic circuit.