There are five books on a shelf V, W, X, Y and Z. You are instructed to select a
ID: 1846203 • Letter: T
Question
There are five books on a shelf V, W, X, Y and Z. You are instructed to select among them in such manner that your selection satisfies all the following conditions:
1". Select V or W or both.
2. Select X or Z but not both.
3. Select either V and Z together or make a selection which includes neither of these.
4. lf you select Y, you must select Z as well.
5. lf you select W, you must select both V and Y.
Write a Boolean expression to satisfy all the above conditions. Minimize the Boolean expression using Laws of Boolean Algebra only.
Can you give step by step solution?
Explanation / Answer
F = V+ W + XZ' + X'Z + VZ +Z + YZ'+ W+ W'V+ W'Y
F = V+W+XZ' + Z +YZ' + W'(V+Y)
F = V+W+Z+Z'(X+Y) + W'(V+Y)
Related Questions
Navigate
Integrity-first tutoring: explanations and feedback only — we do not complete graded work. Learn more.