ASCII Code and Binary
Вставка
- Опубліковано 10 лют 2025
- This computer science video tutorial provides a basic introduction into the ASCII code. It explains how to convert word message using ASCII into binary code and how to convert a binary coded message into a word.
Binary to Decimal:
• How To Convert Binary ...
Binary to Decimal With Excel:
• Binary to Decimal Usin...
Decimal to Binary:
• How To Convert Decimal...
Decimal to Hexadecimal:
• How To Convert Decimal...
Binary to Hexadecimal:
• How To Convert Binary ...
_________________________________
Decimal to Octal:
• Decimal to Octal Conve...
Octal to Binary:
• Octal to Binary Conver...
Octal to Hexadecimal:
• Octal to Hexadecimal C...
Decimal to BCD:
• Decimal to BCD
ASCII Code to Binary:
• ASCII Code and Binary
____________________________________
Binary to Gray Code:
• How To Convert Gray Co...
How To Add and Subtract Binary Numbers:
• How To Add and Subtrac...
Binary Addition - Negative Numbers:
• Binary Addition and Su...
Intro to Number Systems:
• Number Systems Introdu...
Number System Conversions With Excel:
• Number System Conversi...
_________________________________________
Final Exams and Video Playlists:
www.video-tuto...
Full-Length Videos and Worksheets:
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Final Exams and Video Playlists: www.video-tutor.net/
Full-Length Videos & Worksheets: www.patreon.com/MathScienceTutor/collections
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The ASCII table & binary explained well !
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This video was very insightful, as I am working with binary and the ASCII table in the classroom currently.
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I understood the numbers represent letters so the binary would be the number, but for my homework I'm meant to research how does a computer know if binary is a number or a letter. And i'm still a bit confused. I remember a while ago I watched a video about how to convert numbers into binary which really helped a lot!
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I literally just watched 2 minutes of this (until 2:27) and now I know how to completely write anything in binary. Just the bad thing is I'll also need to learn the ascii table numbers💀
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Never thought it was that easy... well I mean it must be simple enough to be used in computer at fast rate but... still very simple
Hey JG what's up? At 1:38 I was wondering where does the 2^7"-1" comes from is it because all binary systems have 1 as their lowest calculation value and it is not a binary? so on every bit systems you need to rest it for example to calculate the 16bit values you need to calculate it as follows(I think): 2^16-1=2^15 which the bigger value it should be 32768, is that correct?
Yes, that's correct
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THANK YOU SO MUCH FOR MAKING THINGS SO EASY FOR EVERYONE TO UNDERSTAND BUT I HAVE A GENUINE DOUBT THAT HOW WILL THE COMPUTER IDENTIFY IF THE BINARY CODE IS A LETTER OR A NUMBER AND ALSO DO WE USE SOME SPECIAL SYMBOLS FOR THINGS LIKE MULTIPLY, PLUS, MINUS SIGNS AND ALL.
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I am a beginner. Imagine if our mother cooks. She would put our food on the table. In certain culture, the food is even served on the floor. Also, wherever the food is served, we could see the food. My questions:
1. How does computer system "see" these 0s and 1s?
2. Where are these 0s and 1s served?
3. How are these 0s and 1s presented? Do they have space between them or just infinite presentation of 0s and 1s? Suppose you say 1001100 and 1100101. Are these numbers presented as 10011001100101 or 1001100 1100101?
I am really curious and I hope you could quench my intellectual thirst.
I will answer the 3. Actually the numbers are presented as infinite
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