Boolean Algebra

Notation for AND gates

• ^
• V
• ¬
• ⊕

Notation for NOT gates

• ^
• V
• ¬
• ⊕

Notation for OR gates

• ^
• V
• ¬
• ⊕

Notation for XOR gates

• ^
• V
• ¬
• ⊕

At which clock period does a D-type flip flop change

• Falling Edge
• Clock Width
• Clock Period
• Rising Edge

State the purpose of a D type flip-flop

• To store the state of clock pulses
• To store the state of a bit
• To store logic gates
• To store calculations

Rule in Boolean Algebra where the order of application of two separate terms is not important. E.G. A AND B = B AND A

• Distribution
• Association
• Commutation
• Double Negation

Rule in Boolean Algebra where if you invert a term twice it is equal to its original term. E.G (NOT NOT A) = A

• Distribution
• Association
• Commutation
• Double Negation

A rule in Boolean algebra which permits the removal of brackets from an expression and regrouping of the variables

• Distribution
• Association
• Commutation
• Double Negation

A rule in Boolean algebra which permits the multiplying or factoring out of an expression

• Distribution
• Association
• Commutation
• Double Negation