Worksheet: Boolean Algebra

 

Construct a truth table for each of the following:

  1. A + A · B

  2. A + A · B

  3. A · B · C + ABC

Use truth tables to prove the following:

  1. 0 · P = 0

  2. P + P = P

  3. P · Q = P + Q

  4. P · (Q · R) = (P · Q) · R

  5. X + Y + X · Y · Z = X + Y + Z

Simplify the following expressions:

  1. X · (X + (X · Y))

  2. S · T + V · W + R · S · T

  3. F · (E + F + G)

  4. ~(A · B · ~C) + ~(~C · D)


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