Computer –  Data Representation Rita Ester
Bit   Binary digit Smallest unit of information the computer uses Electronic signal  on (1)  off (0)  Video Source: Intel Innovation in Education: The Journey Inside: Digital Information  Lesson 2: A Bit of This and That,  http://educate.intel.com/discover/JourneyInside/TJI_DigitalInfo_lesson2/default.aspx
Byte   Group of 8 bits.
More than One Byte KB Kilobyte  about one thousand bytes 1024 (=2 10  ) bytes. MB Megabyte about a million bytes, 1,048,576 (=2 20  ) bytes. GB Gigabyte  about one billion bytes, 1,073,741,824 (=2 30  ) bytes.
ASCII 0/1 code for characters, American Standard Code for Information Interchange.
Binary  Numbers Numbers in the computer  represented like this. Used by the computer to work with data  Two values: 1 and 0 Video Source: Intel Innovation in Education: The Journey Inside: Digital Information  Lesson 4: Binary Numbers, http://educate.intel.com/discover/JourneyInside/TJI_DigitalInfo_lesson4/default.aspx

Computer Data Representation

  • 1.
    Computer – Data Representation Rita Ester
  • 2.
    Bit Binary digit Smallest unit of information the computer uses Electronic signal on (1) off (0) Video Source: Intel Innovation in Education: The Journey Inside: Digital Information Lesson 2: A Bit of This and That, http://educate.intel.com/discover/JourneyInside/TJI_DigitalInfo_lesson2/default.aspx
  • 3.
    Byte Group of 8 bits.
  • 4.
    More than OneByte KB Kilobyte about one thousand bytes 1024 (=2 10 ) bytes. MB Megabyte about a million bytes, 1,048,576 (=2 20 ) bytes. GB Gigabyte about one billion bytes, 1,073,741,824 (=2 30 ) bytes.
  • 5.
    ASCII 0/1 codefor characters, American Standard Code for Information Interchange.
  • 6.
    Binary NumbersNumbers in the computer represented like this. Used by the computer to work with data Two values: 1 and 0 Video Source: Intel Innovation in Education: The Journey Inside: Digital Information Lesson 4: Binary Numbers, http://educate.intel.com/discover/JourneyInside/TJI_DigitalInfo_lesson4/default.aspx

Editor's Notes

  • #3 Video here: http://www97.intel.com/en/TheJourneyInside/ExploreTheCurriculum/EC_DigitalInformation/DILesson2/
  • #7 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. video here: http://www97.intel.com/en/TheJourneyInside/ExploreTheCurriculum/EC_DigitalInformation/DILesson4