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Base Conversions & Character Encoding | Data Representation and Boolean Logic Part 2 | CBSE Class 11

ASCII

Character Encoding Explained

Converting Binary to Decimal

Decimal to Hexadecimal Conversion

Internal Storage Encoding of Characters

Number System Conversion

ascii characters

binary encoding

binary to decimal

binary to hex

bit manipulation

computer data

data encoding

digital systems

encoding comparison

encoding techniques

hex to decimal

hexadecimal basics

information encoding

information systems

number system

number theory

text encoding

Автор: Sallyann Bytes

Загружено: 2023-05-07

Просмотров: 112

Описание: Why Computers Can't Count (Base Conversions Explained)
This video will enhance students' understanding of advanced number system conversions and the various methods used to encode characters in digital systems, preparing them for more complex topics in their computer science curriculum.
Data Representation & Boolean Logic (Part 2) | Base Conversions & Character Encoding.
Welcome to Part 2 session on Data Representation and Boolean Logic. This video continues our exploration into Number System Conversions and dives into the Internal Storage Encoding of Characters, including ASCII, ISCII, and Unicode.
Topics Covered:
Number System Conversions:
Converting numbers from Other Bases to Decimal.
How to convert from One Base to Another Base directly.
Internal Storage Encoding of Characters:
ASCII (American Standard Code for Information Interchange): What it is and how it works.
ISCII (Indian Standard Code for Information Interchange): Introduction and its importance.
Unicode: How it supports multilingual computing and its global significance.
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Click the below link to view, Data Representation and Boolean Logic - Part 3
   • Boolean Logic & Truth Tables | Data Repres...  
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Subscribe for more lessons on CBSE Class 11 Computer Science and stay ahead in your understanding of crucial computing concepts!

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Base Conversions & Character Encoding | Data Representation and Boolean Logic Part 2 | CBSE Class 11

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