Binary logic
Boolean Algebra
Karnaugh Maps
100

If an AND gate has inputs A=1 and B=0, what is the output?

O

100

 Simplify: A·B + A·B’

 A

100

In a K-map, why do we group adjacent 1s?

To eliminate variables and simplify the expression

200

If a circuit has an OR gate followed by a NOT gate, what is this combination called?

NOR gate

200

Simplify: (A + B)(A + B’)

A

200

If two adjacent cells differ by only one variable, what can be done?

That variable can be eliminated

300

 How many possible input combinations exist for 3 binary variables?

8
300

What is the result of A + 1?

1
300

In a 3-variable K-map, how many cells are there?

8

400

What happens to the output if all inputs of an OR gate are 0?

The output is 0

400

What is the result of A · A’?

0

400

What happens if you group 4 cells in a K-map?

 Two variables are eliminated

500

Which gate would you use to flip a signal in a digital circuit?

 NOT gate

500

 What law states that A + 1 = 1?

 Domination Law

500

Why is it allowed to overlap groups in a K-map?

To achieve a simpler expression