Please help! I'm havin trouble with these 3 problems.
1. Prove this statement:
xy'z' + x'yz' = [(xy'z')' (x'yz')']'
2. I need a boolean expression in sum of products form and a block diagram for this problem:
Circuit = 1 under the following conditions:
1.
x = 0
y = 0
z = 1
2.
x=1
y=1
z=0
I got the truth table and my answer is X'Y'Z + XYZ'
I'm not sure if its possible to simplify it anymore, but I need help in drawing a circuit for it (with logic gates).
The second problem is the same format as above but this time the output is 0 when:
1.
x=1
y=1
z=1
2.
x=0
y=0
z=0
3.
x=1
y=0
z=0
For my answer I got X'Y'Z' + XY'Z' + XYZ. If somebody could simplify and draw a circuit diagram or explain what gates are needed, I would really appreciate it.
1. Prove this statement:
xy'z' + x'yz' = [(xy'z')' (x'yz')']'
2. I need a boolean expression in sum of products form and a block diagram for this problem:
Circuit = 1 under the following conditions:
1.
x = 0
y = 0
z = 1
2.
x=1
y=1
z=0
I got the truth table and my answer is X'Y'Z + XYZ'
I'm not sure if its possible to simplify it anymore, but I need help in drawing a circuit for it (with logic gates).
The second problem is the same format as above but this time the output is 0 when:
1.
x=1
y=1
z=1
2.
x=0
y=0
z=0
3.
x=1
y=0
z=0
For my answer I got X'Y'Z' + XY'Z' + XYZ. If somebody could simplify and draw a circuit diagram or explain what gates are needed, I would really appreciate it.