
Under the Hood of Computer
Presentation
•
Computers
•
7th Grade
•
Practice Problem
•
Hard
Mamatha Samson
Used 969+ times
FREE Resource
13 Slides • 8 Questions
1
Under the Hood of Computer
Number System
2
Learning Objective
Be able to understand the common units of measuring data and number systems.
3
4
Watch the video and discuss[You tube video - Computer Science Basics: Binary]
https://www.youtube.com/watch?v=M41M9ATm49M
5
Multiple Choice
Computers use a special code of their own to express the digital information they process. What is it called?
Denary
Bit
Binary
Hexadecimal
6
Multiple Choice
What do you call these 0's or 1's?
Bytes
Mega Byte
digit
bit
7
How do computers see the world?
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Key Terms
Bits
Bytes
Binary Number System
Denary/Decimal Number system
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Bit
●All data that we want a computer to process is converted into binary numbers.
●All the data that is processed in binary numbers is represented in a sequence of 1’s and 0’s.
●Each 1 and 0 in the sequence is called a BIT. [Derived from BInary digiT]
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Byte
•A Byte = 8 Bits.
•1 Byte could be equal to one character.
• 10 Bytes could be equal to a word.
•100 Bytes would equal an average sentence.
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12
Fill in the Blank
Using the information contained in the semaphore circuit what number the other pattern of light represent?
13
Fill in the Blank
Using the information contained in the semaphore circuit what number the other pattern of light represent?
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Fill in the Blank
Using the information contained in the semaphore circuit what number the other pattern of light represent?
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What is Denary??
Numbers that we use every day
0, 1, 2, 3, 4, 5, 6, 7, 8, 9
We use 10 different digits
This is called base 10 (Denary is based on 10 different digits)
17
Multiple Choice
How do you represent 6 in binary?
101
110
111
011
18
Multiple Choice
You have seen how is it possible to count up to 7 in binary. How would you count to 8?
Cannot count
using 2-bits
Using 4- bits
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Open Ended
How do we relate this binary number system to Science?
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Homework
To create binary numbers with 4 bit representation[ 0 to 15].
Under the Hood of Computer
Number System
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