Can you create a truth table for for P0 , P1 and an adder for it?
Computer Networking: A Top-Down Approach (7th Edition)
7th Edition
ISBN:9780133594140
Author:James Kurose, Keith Ross
Publisher:James Kurose, Keith Ross
Chapter1: Computer Networks And The Internet
Section: Chapter Questions
Problem R1RQ: What is the difference between a host and an end system? List several different types of end...
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Question
Can you create a truth table for for P0 , P1 and an adder for it?

Transcribed Image Text:The image appears to depict a detailed handwritten multiplication process, likely for binary numbers, along with polynomial expansions.
### Binary Multiplication
**Step 1: Binary Representation**
- **A:** `10101010`
- **B:** `10101010`
These numbers are represented in binary digits, and there's a note indicating these are parts A and B.
**Step 2: Multiplication Setup**
The multiplication proceeds by aligning partial products under each other similarly to decimal multiplication:
```
B0A1 B1A0
B0A2 B1A1 B2A0
B0A3 B1A2 B2A1 B3A0
B0A4 B1A3 B2A2 B3A1 B4A0
B0A5 B1A4 B2A3 B3A2 B4A1 B5A0
B0A6 B1A5 B2A4 B3A3 B4A2 B5A1 B6A0
B0A7 B1A6 B2A5 B3A4 B4A3 B5A2 B6A1 B7A0
```
### Polynomial Expansion
Underneath the multiplication, polynomial expansions are presented. Each line is a summation of products and carries in:
- **P0** = B0A0
- **P1** = B0A1 + B1A0
- **P2** = B0A2 + B1A1 + B2A0 + Cin
- **P3** = B0A3 + B1A2 + B2A1 + B3A0 + Cin
- **P4** = B0A4 + B1A3 + B2A2 + B3A1 + B4A0 + Cin
- **P5** = B0A5 + B1A4 + B2A3 + B3A2 + B4A1 + B5A0 + Cin
- **P6** = B0A6 + B1A5 + B2A4 + B3A3 + B4A2 + B5A1 + B6A0 + Cin
-
Expert Solution

Step 1
Given that,
P0= B0A0
P1=B0A1+B1A0
In the given diagram, the values are: A0=0, A1=1, B0=0, B1=1
Step by step
Solved in 2 steps

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