Create a truth table according to these specifications: There are 3 input bits, x2, x1, x0, and 2 output bits, s1, s0. The 2-bit output is the largest number of consecutive 1’s in the 3 input bits. (x2 is the most significant bit of the input, and s1 is the most significant bit of the output.) For example, input 000 gives output 00 (no 1’s), inputs 001 and 010 give output 01, input 011 gives output 10, etc.
Create a truth table according to these specifications: There are 3 input bits, x2, x1, x0, and 2 output bits, s1, s0. The 2-bit output is the largest number of consecutive 1’s in the 3 input bits. (x2 is the most significant bit of the input, and s1 is the most significant bit of the output.) For example, input 000 gives output 00 (no 1’s), inputs 001 and 010 give output 01, input 011 gives output 10, etc.
C++ for Engineers and Scientists
4th Edition
ISBN:9781133187844
Author:Bronson, Gary J.
Publisher:Bronson, Gary J.
Chapter4: Selection Structures
Section: Chapter Questions
Problem 12PP
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machine structures:
Create a truth table according to these specifications:
There are 3 input bits, x2, x1, x0, and 2 output bits, s1, s0. The 2-bit output is the largest
number of consecutive 1’s in the 3 input bits. (x2 is the most significant bit of the input,
and s1 is the most significant bit of the output.)
For example, input 000 gives output 00 (no 1’s), inputs 001 and 010 give output 01, input
011 gives output 10, etc.
Show all 8 rows of the table clearly
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