EXERCISE A: Write the Logic statement that represents the following Logic circuits.
d)
e)
a) Y = A + B + B'(A + C)
b) Y = A(B xor D) + C'
c) Y = A + CD + ABC
d) R= (AB)(C') + (B+C)' + (C+(B+C))
e) F = (AB + A'B') . (CD' + C'D)
EXERCISE B: Given the following Booelan Functions, derive and draw their Logic Circuits for implementation.
a) F = xy + x'y' + y'z
b) F = (x' + y')' + (x + y)' + (y + z')'
c) F = [ (xy)' (x'y')' (y'z)']'
EXERCISE C: Using TRUTH TABLE, prove the equality of the following Boolean Functions.
A) (X+Y) (X'+Z) = XZ+X'Y
B) (X+Y)(Y+Z)(X'+Z) = (X+Y)(X'+Z)
C) XY+YZ+X'Z = XY+X'Z
D) (A+C)(AB+C') = AB+AC'
E) W'XY+WZ = (W'+Z)(W+XY)