Construct truth tables for a variety of logic gates

Be familiar with drawing and interpreting logic gate circuit diagrams involving multiple gates

Complete a truth table for a given logic gate circuit

Write a Boolean expression for a given logic gate circuit

Draw an equivalent logic gate circuit for a given Boolean expression

Use the following rules to derive or simplify statements in Boolean algebra: de Morgan’s Laws, distribution, association, commutation and double negation

Write a Boolean expression for a given logic gate circuit and vice versa

Understand the correspondence between a truth table and a Karnaugh map

Understand how to fill out a Karnaugh map for a given expression

Understand how to group items in a Karnaugh map

Interpret the groupings in a Karnaugh map

Simplify Boolean expressions with two, three or four variables using a Karnaugh map

Recognise and trace the logic of the circuits of a half-adder and a full-adder

Construct the circuit for a half-adder

Be familiar with the use of the edge-triggered D-type, flip-flop as a memory unit