Chapter 12: Q3E (page 827)
In Exercises 1–5 find the output of the given circuit.
Short Answer
The output of the circuit is\(\overline {{\bf{xy}}} {\bf{ + x + }}\overline {\bf{z}} \).
Chapter 12: Q3E (page 827)
In Exercises 1–5 find the output of the given circuit.
The output of the circuit is\(\overline {{\bf{xy}}} {\bf{ + x + }}\overline {\bf{z}} \).
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Get started for free\(a)\) What does it mean for a set of operators to be functionally complete\(?\)
\(b)\)Is the set \(\{ {\bf{ + }}, \cdot \} \) functionally complete\(?\)
\(c)\)Are there sets of a single operator that are functionally complete\(?\)
\(a)\) Draw a \(K{\bf{ - }}\) map for a function in four variables. Put a \(1\) in the cell that represents \(\bar wxy\bar z\).
\(b)\)Which min terms are represented by cells adjacent to this cell\(?\)
Construct a half adder using \(OR\) gates, \(AND\) gates, and inverters.
Show how the sum of two five-bit integers can be found using full and half adders.
Find a Boolean product of Boolean sums of literals that has the value 0 if and only if \({\bf{x = y = 1}}\) and \({\bf{z = 0,x = z = 0}}\) and \({\bf{y = 1}}\), or \({\bf{x = y = z = 0}}\). (Hint: Take the
Boolean product of the Boolean sums found in parts (a), (b), and (c) in Exercise 7.)
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