4. A (9,5) LBC has the correction bits: C1 a1a3+ as C2-C1+24 C3-C2+ a2+ as C4 C3+a4+ a3 + Mod. 2 addition. Find the parity and Generator matrices of this code, then find the corrected word at the R, for the received word [R]= [101011011].

4. A (9,5) LBC has the correction bits: C1 a1a3+ as C2-C1+24 C3-C2+ a2+ as C4 C3+a4+ a3 + Mod. 2 addition. Find the parity and Generator matrices of this code, then find the corrected word at the R, for the received word [R]= [101011011].

Introductory Circuit Analysis (13th Edition)

13th Edition

ISBN:9780133923605

Author:Robert L. Boylestad

Publisher:Robert L. Boylestad

Chapter1: Introduction

Section: Chapter Questions

Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...

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Question

4. A (9,5) LBC has the correction bits:
C₁ = a1+ a3+ as
C2=C1+ a4
C3-C2+ a2+ a5
C4-C3+ a4+ a3
+= Mod. 2 addition.
Find the parity and Generator matrices of this code, then find the
corrected word at the R, for the received word [R]= [101011011].

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Step 1: what is given and what to do:

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Step 2: i) Finding parity matrix of the code:

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Step 3: ii) Finding generator matrix:

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Step 4: iii) Finding the corrected word at the receiver for the received word:

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Digital Modulation Scheme (Amplitude-Shift Keying [ASK], Phase-Shift Keying [PSK], Frequency-Shift Keying [FSK])

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