The Journey Inside SM : A Fascinating Look Inside the World of Computers
Digital Information
Digital Information
Lesson 4: Binary Numbers
Lesson 1: What Is Binary Code?
Lesson 2: A Bit of This and That
Lesson 3: How Computers Work with Pictures
Lesson 4: Binary Numbers
Lesson 5: Adding Binary Numbers
Lesson 6: ASCII, An Alphabet For Computers
Lesson 7: Can You Go To The Movies?

 
Counting in Binary Number
The binary system that computers use to store and process information is a base 2 system. It needs only two symbols, 0 and 1. In fact, "binary" comes from the Latin word for two. Compare this to the decimal system you use. The decimal system is a base 10 system. ("Decimal" comes from the Latin word for ten.) It has 10 symbols (0, 1, 2, 3, 4, 5, 6, 7, 8, 9).

So how do you count in a binary system? How do you represent numbers like 103?



In decimal (base 10) numbers, you have a 1s place, a 10s place, a 100s place, and so on, to represent value.



The binary system has places or columns too. Only because you're in base 2, instead of each place being 10 times greater than the place before it, each place is only double (2 times) the one before it.






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