Assignment No. 4
Semester: Spring 2015
Data Communication - CS601
Total Marks: 10
Due Date: 05/08/2015
Objective:
To have the understanding of Error Detection And Correction Methods.
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Assignment
Question - 1
Consider the following group of bits along with odd parity LRC bits is sent to the receiver, but due to transmission impairments some bits of LRC are lost. You are required to identify the lost LRC bits and complete the given table.
Group of bits LRC bits
10101110 11001101 10101010 11110000 1 ? ? ? 0 ? ? 0
Question - 2
Find the binary equivalent of the Polynomial given in following table:
Polynomial Binary Equivalent
X3+X2+1 ?
X4+X+1 ?
X5+X2+1 ?
X6+X+1 ?
X3+X ?
Wish You All The Best
Tags:
Polynomial |
Binary Equivalent |
X^{3}+X^{2}+1 |
1101 |
X^{4}+X+1 |
10011 |
X^{5}+X^{2}+1 |
100101 |
X^{6}+X+1 |
1000011 |
X^{3}+X |
1010 |
Cs601 Complete Assignment Solution
salam
if you ,ve solution please
Assignment
Question - 1
Consider the following group of bits along with odd parity LRC bits is sent to the receiver, but due to transmission impairments some bits of LRC are lost. You are required to identify the lost LRC bits and complete the given table.
Group of bits LRC bits
10101110 11001101 10101010 11110000 1 ? ? ? 0 ? ? 0
Question - 2
Find the binary equivalent of the Polynomial given in following table:
Polynomial Binary Equivalent
X3+X2+1 ?
X4+X+1 ?
X5+X2+1 ?
X6+X+1 ?
X3+X ?
LRC bit code is
11000110
how u did it???
Procedure attached
tariq bhai kese kia aap ne?
last row ma x3 = 1 and x2=0 and x=1 but last 0 kaha sa aya hai
0 is for the constant. as there is no constant at the end, so a zero is written.
salam
if you ,ve solution please
Assignment
Question - 1
Consider the following group of bits along with odd parity LRC bits is sent to the receiver, but due to transmission impairments some bits of LRC are lost. You are required to identify the lost LRC bits and complete the given table.
Group of bits LRC bits
10101110 11001101 10101010 11110000 1 ? ? ? 0 ? ? 0
Question - 2
Find the binary equivalent of the Polynomial given in following table:
Polynomial Binary Equivalent
X3+X2+1 ?
X4+X+1 ?
X5+X2+1 ?
X6+X+1 ?
X3+X ?
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